:: SIN_COS7 semantic presentation

REAL is V45() V46() V47() V51() set
NAT is V45() V46() V47() V48() V49() V50() V51() M2(K6(REAL))
K6(REAL) is set
COMPLEX is V45() V51() set
RAT is V45() V46() V47() V48() V51() set
INT is V45() V46() V47() V48() V49() V51() set
K7(COMPLEX,COMPLEX) is V35() set
K6(K7(COMPLEX,COMPLEX)) is set
K7(K7(COMPLEX,COMPLEX),COMPLEX) is V35() set
K6(K7(K7(COMPLEX,COMPLEX),COMPLEX)) is set
K7(REAL,REAL) is V35() V36() V37() set
K6(K7(REAL,REAL)) is set
K7(K7(REAL,REAL),REAL) is V35() V36() V37() set
K6(K7(K7(REAL,REAL),REAL)) is set
K7(RAT,RAT) is V20( RAT ) V35() V36() V37() set
K6(K7(RAT,RAT)) is set
K7(K7(RAT,RAT),RAT) is V20( RAT ) V35() V36() V37() set
K6(K7(K7(RAT,RAT),RAT)) is set
K7(INT,INT) is V20( RAT ) V20( INT ) V35() V36() V37() set
K6(K7(INT,INT)) is set
K7(K7(INT,INT),INT) is V20( RAT ) V20( INT ) V35() V36() V37() set
K6(K7(K7(INT,INT),INT)) is set
K7(NAT,NAT) is V20( RAT ) V20( INT ) V35() V36() V37() V38() set
K7(K7(NAT,NAT),NAT) is V20( RAT ) V20( INT ) V35() V36() V37() V38() set
K6(K7(K7(NAT,NAT),NAT)) is set
K7(NAT,REAL) is V35() V36() V37() set
K6(K7(NAT,REAL)) is set
K7(NAT,COMPLEX) is V35() set
K6(K7(NAT,COMPLEX)) is set
omega is V45() V46() V47() V48() V49() V50() V51() set
K6(omega) is set
K6(NAT) is set
0 is V1() natural V11() real ext-real non positive non negative V33() V34() V45() V46() V47() V48() V49() V50() V51() M3( REAL , NAT )
1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
sqrt 0 is V11() real ext-real M2( REAL )
sqrt 1 is V11() real ext-real M2( REAL )
4 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
sqrt 4 is V11() real ext-real M2( REAL )
2 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
- 1 is V11() real ext-real non positive set
sinh is V16() V19( REAL ) V20( REAL ) V21() V30( REAL , REAL ) V35() V36() V37() M2(K6(K7(REAL,REAL)))
cosh is V16() V19( REAL ) V20( REAL ) V21() V30( REAL , REAL ) V35() V36() V37() M2(K6(K7(REAL,REAL)))
K52(1,2) is V11() real ext-real non negative M2( REAL )
2 " is V1() V11() real ext-real positive non negative set
1 * (2 ") is V11() real ext-real non negative set
tanh is V16() V19( REAL ) V20( REAL ) V21() V30( REAL , REAL ) V35() V36() V37() M2(K6(K7(REAL,REAL)))
number_e is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
t is V11() real ext-real set
(x ^2) * t is V11() real ext-real M2( REAL )
1 * (x ^2) is V11() real ext-real M2( REAL )
t * (x ^2) is V11() real ext-real M2( REAL )
- 1 is V11() real ext-real non positive V33() V34() M2( INT )
x is V11() real ext-real set
1 / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
1 * (x ") is V11() real ext-real set
x to_power (- 1) is V11() real ext-real set
(1 / x) to_power 1 is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(sqrt ((x ^2) - 1)) * (x ") is V11() real ext-real set
((sqrt ((x ^2) - 1)) / x) ^2 is V11() real ext-real M2( REAL )
((sqrt ((x ^2) - 1)) / x) * ((sqrt ((x ^2) - 1)) / x) is V11() real ext-real set
0 + (x ^2) is V11() real ext-real M2( REAL )
(- 1) + (x ^2) is V11() real ext-real M2( REAL )
1 ^2 is V11() real ext-real M2( REAL )
1 * 1 is V11() real ext-real non negative set
(1 ^2) + 0 is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) * (sqrt ((x ^2) - 1)) is V11() real ext-real set
((sqrt ((x ^2) - 1)) ^2) / (x ^2) is V11() real ext-real M2( REAL )
(x ^2) " is V11() real ext-real set
((sqrt ((x ^2) - 1)) ^2) * ((x ^2) ") is V11() real ext-real set
((x ^2) - 1) / (x ^2) is V11() real ext-real M2( REAL )
((x ^2) - 1) * ((x ^2) ") is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((x ^2) + 1) is V11() real ext-real M2( REAL )
x / (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) " is V11() real ext-real set
x * ((sqrt ((x ^2) + 1)) ") is V11() real ext-real set
(x / (sqrt ((x ^2) + 1))) ^2 is V11() real ext-real M2( REAL )
(x / (sqrt ((x ^2) + 1))) * (x / (sqrt ((x ^2) + 1))) is V11() real ext-real set
(sqrt ((x ^2) + 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) * (sqrt ((x ^2) + 1)) is V11() real ext-real set
((x ^2) + 1) ^2 is V11() real ext-real M2( REAL )
((x ^2) + 1) * ((x ^2) + 1) is V11() real ext-real set
sqrt (((x ^2) + 1) ^2) is V11() real ext-real M2( REAL )
(x ^2) / ((x ^2) + 1) is V11() real ext-real M2( REAL )
((x ^2) + 1) " is V11() real ext-real set
(x ^2) * (((x ^2) + 1) ") is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((x ^2) + 1) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((x ^2) + 1) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) + x is V11() real ext-real M2( REAL )
sqrt (x ^2) is V11() real ext-real set
- x is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
1 ^2 is V11() real ext-real M2( REAL )
1 * 1 is V11() real ext-real non negative set
1 + (- 1) is V11() real ext-real V33() V34() M2( INT )
(x ^2) + (- 1) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
t is V11() real ext-real set
t + 1 is V11() real ext-real M2( REAL )
(t + 1) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(t + 1) * (x ") is V11() real ext-real set
x is V11() real ext-real set
t is V11() real ext-real set
t - 1 is V11() real ext-real M2( REAL )
t + (- 1) is V11() real ext-real set
(t - 1) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(t - 1) * (x ") is V11() real ext-real set
1 + (- 1) is V11() real ext-real V33() V34() M2( INT )
t + (- 1) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x + 1 is V11() real ext-real M2( REAL )
(x + 1) / 2 is V11() real ext-real M2( REAL )
(x + 1) * (2 ") is V11() real ext-real set
sqrt ((x + 1) / 2) is V11() real ext-real M2( REAL )
1 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
x is V11() real ext-real set
t is V11() real ext-real set
t ^2 is V11() real ext-real set
t * t is V11() real ext-real set
(t ^2) - 1 is V11() real ext-real M2( REAL )
(t ^2) + (- 1) is V11() real ext-real set
((t ^2) - 1) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
((t ^2) - 1) * (x ") is V11() real ext-real set
x is V11() real ext-real set
x + 1 is V11() real ext-real M2( REAL )
(x + 1) / 2 is V11() real ext-real M2( REAL )
(x + 1) * (2 ") is V11() real ext-real set
sqrt ((x + 1) / 2) is V11() real ext-real M2( REAL )
x - 1 is V11() real ext-real M2( REAL )
x + (- 1) is V11() real ext-real set
(x - 1) / 2 is V11() real ext-real M2( REAL )
(x - 1) * (2 ") is V11() real ext-real set
sqrt ((x - 1) / 2) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
x + 1 is V11() real ext-real M2( REAL )
1 - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
1 + (- x) is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
x + 1 is V11() real ext-real M2( REAL )
1 - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
1 + (- x) is V11() real ext-real set
(x + 1) / (1 - x) is V11() real ext-real M2( REAL )
(1 - x) " is V11() real ext-real set
(x + 1) * ((1 - x) ") is V11() real ext-real set
x is V11() real ext-real set
1 - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
1 + (- x) is V11() real ext-real set
(1 - x) ^2 is V11() real ext-real M2( REAL )
(1 - x) * (1 - x) is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
((x ^2) + 1) / (1 - (x ^2)) is V11() real ext-real M2( REAL )
(1 - (x ^2)) " is V11() real ext-real set
((x ^2) + 1) * ((1 - (x ^2)) ") is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
2 * x is V11() real ext-real M2( REAL )
1 + (x ^2) is V11() real ext-real M2( REAL )
(2 * x) / (1 + (x ^2)) is V11() real ext-real M2( REAL )
(1 + (x ^2)) " is V11() real ext-real set
(2 * x) * ((1 + (x ^2)) ") is V11() real ext-real set
((2 * x) / (1 + (x ^2))) ^2 is V11() real ext-real M2( REAL )
((2 * x) / (1 + (x ^2))) * ((2 * x) / (1 + (x ^2))) is V11() real ext-real set
1 + (- 1) is V11() real ext-real V33() V34() M2( INT )
(x ^2) + (- 1) is V11() real ext-real M2( REAL )
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
((x ^2) - 1) * ((x ^2) - 1) is V11() real ext-real M2( REAL )
0 * ((x ^2) - 1) is V11() real ext-real M2( REAL )
(x ^2) ^2 is V11() real ext-real set
(x ^2) * (x ^2) is V11() real ext-real set
2 * (x ^2) is V11() real ext-real M2( REAL )
((x ^2) ^2) - (2 * (x ^2)) is V11() real ext-real M2( REAL )
- (2 * (x ^2)) is V11() real ext-real set
((x ^2) ^2) + (- (2 * (x ^2))) is V11() real ext-real set
(((x ^2) ^2) - (2 * (x ^2))) + 1 is V11() real ext-real M2( REAL )
4 * (x ^2) is V11() real ext-real M2( REAL )
((((x ^2) ^2) - (2 * (x ^2))) + 1) + (4 * (x ^2)) is V11() real ext-real M2( REAL )
0 + (4 * (x ^2)) is V11() real ext-real M2( REAL )
(2 * x) ^2 is V11() real ext-real M2( REAL )
(2 * x) * (2 * x) is V11() real ext-real set
(1 + (x ^2)) ^2 is V11() real ext-real M2( REAL )
(1 + (x ^2)) * (1 + (x ^2)) is V11() real ext-real set
((2 * x) ^2) / ((1 + (x ^2)) ^2) is V11() real ext-real M2( REAL )
((1 + (x ^2)) ^2) " is V11() real ext-real set
((2 * x) ^2) * (((1 + (x ^2)) ^2) ") is V11() real ext-real set
((x ^2) ^2) + (2 * (x ^2)) is V11() real ext-real M2( REAL )
(((x ^2) ^2) + (2 * (x ^2))) + 1 is V11() real ext-real M2( REAL )
(4 * (x ^2)) / ((((x ^2) ^2) + (2 * (x ^2))) + 1) is V11() real ext-real M2( REAL )
((((x ^2) ^2) + (2 * (x ^2))) + 1) " is V11() real ext-real set
(4 * (x ^2)) * (((((x ^2) ^2) + (2 * (x ^2))) + 1) ") is V11() real ext-real set
x is V11() real ext-real set
1 + x is V11() real ext-real M2( REAL )
1 - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
1 + (- x) is V11() real ext-real set
(1 + x) / (1 - x) is V11() real ext-real M2( REAL )
(1 - x) " is V11() real ext-real set
(1 + x) * ((1 - x) ") is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
(x ^2) - (x ^2) is V11() real ext-real M2( REAL )
(x ^2) + (- (x ^2)) is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
sqrt (1 - (x ^2)) is V11() real ext-real M2( REAL )
1 / (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
(sqrt (1 - (x ^2))) " is V11() real ext-real set
1 * ((sqrt (1 - (x ^2))) ") is V11() real ext-real set
x * x is V11() real ext-real M2( REAL )
0 * x is V11() real ext-real M2( REAL )
0 * (- 1) is V1() V11() real ext-real non positive non negative V33() V34() V45() V46() V47() V48() V49() V50() V51() M2( INT )
(x ^2) * (- 1) is V11() real ext-real M2( REAL )
0 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
- (x ^2) is V11() real ext-real M2( REAL )
(- (x ^2)) + 1 is V11() real ext-real M2( REAL )
x is V11() real ext-real set
2 * x is V11() real ext-real M2( REAL )
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
(2 * x) / (1 - (x ^2)) is V11() real ext-real M2( REAL )
(1 - (x ^2)) " is V11() real ext-real set
(2 * x) * ((1 - (x ^2)) ") is V11() real ext-real set
- (x ^2) is V11() real ext-real M2( REAL )
1 + (- (x ^2)) is V11() real ext-real M2( REAL )
(x ^2) + (- (x ^2)) is V11() real ext-real M2( REAL )
x * 2 is V11() real ext-real M2( REAL )
0 * 2 is V1() natural V11() real ext-real non positive non negative V33() V34() V45() V46() V47() V48() V49() V50() V51() M3( REAL , NAT )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
(1 - (x ^2)) ^2 is V11() real ext-real M2( REAL )
(1 - (x ^2)) * (1 - (x ^2)) is V11() real ext-real set
- (x ^2) is V11() real ext-real M2( REAL )
1 + (- (x ^2)) is V11() real ext-real M2( REAL )
(x ^2) + (- (x ^2)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 + (x ^2) is V11() real ext-real M2( REAL )
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
(1 + (x ^2)) / (1 - (x ^2)) is V11() real ext-real M2( REAL )
(1 - (x ^2)) " is V11() real ext-real set
(1 + (x ^2)) * ((1 - (x ^2)) ") is V11() real ext-real set
- (x ^2) is V11() real ext-real M2( REAL )
1 + (- (x ^2)) is V11() real ext-real M2( REAL )
(x ^2) + (- (x ^2)) is V11() real ext-real M2( REAL )
x * x is V11() real ext-real M2( REAL )
0 * x is V11() real ext-real M2( REAL )
(x ^2) + 1 is V11() real ext-real M2( REAL )
(- (x ^2)) + 1 is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
1 * (x ") is V11() real ext-real set
(1 / x) ^2 is V11() real ext-real M2( REAL )
(1 / x) * (1 / x) is V11() real ext-real set
(x ^2) / (x ^2) is V11() real ext-real M2( REAL )
(x ^2) " is V11() real ext-real set
(x ^2) * ((x ^2) ") is V11() real ext-real set
1 / (x ^2) is V11() real ext-real M2( REAL )
1 * ((x ^2) ") is V11() real ext-real set
1 ^2 is V11() real ext-real M2( REAL )
1 * 1 is V11() real ext-real non negative set
(1 ^2) / (x ^2) is V11() real ext-real M2( REAL )
(1 ^2) * ((x ^2) ") is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
x - 1 is V11() real ext-real M2( REAL )
x + (- 1) is V11() real ext-real set
1 - 1 is V11() real ext-real V33() V34() M2( INT )
1 + (- 1) is V11() real ext-real set
0 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(x - 1) + 1 is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
t ^2 is V11() real ext-real set
t * t is V11() real ext-real set
(t ^2) - 1 is V11() real ext-real M2( REAL )
(t ^2) + (- 1) is V11() real ext-real set
sqrt ((t ^2) - 1) is V11() real ext-real M2( REAL )
x * (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
t * (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
(x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x - (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
- (sqrt ((x ^2) - 1)) is V11() real ext-real set
x + (- (sqrt ((x ^2) - 1))) is V11() real ext-real set
1 * x is V11() real ext-real M2( REAL )
x * x is V11() real ext-real M2( REAL )
1 - 1 is V11() real ext-real V33() V34() M2( INT )
1 + (- 1) is V11() real ext-real set
0 + (x ^2) is V11() real ext-real M2( REAL )
(- 1) + (x ^2) is V11() real ext-real M2( REAL )
sqrt (x ^2) is V11() real ext-real set
(sqrt ((x ^2) - 1)) - (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) + (- (sqrt ((x ^2) - 1))) is V11() real ext-real set
x is V11() real ext-real set
abs x is V11() real ext-real M2( REAL )
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
abs t is V11() real ext-real M2( REAL )
t * (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
t ^2 is V11() real ext-real set
t * t is V11() real ext-real set
(t ^2) - 1 is V11() real ext-real M2( REAL )
(t ^2) + (- 1) is V11() real ext-real set
sqrt ((t ^2) - 1) is V11() real ext-real M2( REAL )
x * (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
(t * (sqrt ((x ^2) - 1))) - (x * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
- (x * (sqrt ((t ^2) - 1))) is V11() real ext-real set
(t * (sqrt ((x ^2) - 1))) + (- (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
(abs x) ^2 is V11() real ext-real M2( REAL )
(abs x) * (abs x) is V11() real ext-real set
(abs t) ^2 is V11() real ext-real M2( REAL )
(abs t) * (abs t) is V11() real ext-real set
(- 1) * (x ^2) is V11() real ext-real M2( REAL )
(- 1) * (t ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real M2( REAL )
(x ^2) * (t ^2) is V11() real ext-real M2( REAL )
(- (x ^2)) + ((x ^2) * (t ^2)) is V11() real ext-real M2( REAL )
- (t ^2) is V11() real ext-real M2( REAL )
(- (t ^2)) + ((x ^2) * (t ^2)) is V11() real ext-real M2( REAL )
(x ^2) * ((t ^2) - 1) is V11() real ext-real M2( REAL )
sqrt ((x ^2) * ((t ^2) - 1)) is V11() real ext-real M2( REAL )
(t ^2) * ((x ^2) - 1) is V11() real ext-real M2( REAL )
sqrt ((t ^2) * ((x ^2) - 1)) is V11() real ext-real M2( REAL )
sqrt (x ^2) is V11() real ext-real set
(sqrt (x ^2)) * (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
sqrt (t ^2) is V11() real ext-real set
(sqrt (t ^2)) * (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
(x * (sqrt ((t ^2) - 1))) - (x * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(x * (sqrt ((t ^2) - 1))) + (- (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
t is V11() real ext-real set
t ^2 is V11() real ext-real set
t * t is V11() real ext-real set
x * t is V11() real ext-real M2( REAL )
(x * t) * (x * t) is V11() real ext-real M2( REAL )
x * x is V11() real ext-real M2( REAL )
t * t is V11() real ext-real M2( REAL )
(x * x) * (t * t) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
t is V11() real ext-real set
t ^2 is V11() real ext-real set
t * t is V11() real ext-real set
x * t is V11() real ext-real M2( REAL )
(x * t) * (x * t) is V11() real ext-real M2( REAL )
x * x is V11() real ext-real M2( REAL )
t * t is V11() real ext-real M2( REAL )
(x * x) * (t * t) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
exp_R x is V11() real ext-real set
log (number_e,(exp_R x)) is V11() real ext-real set
x is V11() real ext-real set
exp_R x is V11() real ext-real set
(exp_R x) ^2 is V11() real ext-real set
(exp_R x) * (exp_R x) is V11() real ext-real set
((exp_R x) ^2) - 1 is V11() real ext-real M2( REAL )
((exp_R x) ^2) + (- 1) is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
((x ^2) - 1) / ((x ^2) + 1) is V11() real ext-real M2( REAL )
((x ^2) + 1) " is V11() real ext-real set
((x ^2) - 1) * (((x ^2) + 1) ") is V11() real ext-real set
1 + (x ^2) is V11() real ext-real M2( REAL )
(- 1) + (x ^2) is V11() real ext-real M2( REAL )
(1 + (x ^2)) / (1 + (x ^2)) is V11() real ext-real M2( REAL )
(1 + (x ^2)) " is V11() real ext-real set
(1 + (x ^2)) * ((1 + (x ^2)) ") is V11() real ext-real set
((- 1) + (x ^2)) / (1 + (x ^2)) is V11() real ext-real M2( REAL )
((- 1) + (x ^2)) * ((1 + (x ^2)) ") is V11() real ext-real set
x is V11() real ext-real set
x + 1 is V11() real ext-real M2( REAL )
1 - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
1 + (- x) is V11() real ext-real set
(x + 1) / (1 - x) is V11() real ext-real M2( REAL )
(1 - x) " is V11() real ext-real set
(x + 1) * ((1 - x) ") is V11() real ext-real set
(- 1) + 1 is V11() real ext-real V33() V34() M2( INT )
x - x is V11() real ext-real M2( REAL )
x + (- x) is V11() real ext-real set
0 / (1 - x) is V11() real ext-real M2( REAL )
0 * ((1 - x) ") is V11() real ext-real set
x is V11() real ext-real set
x + 1 is V11() real ext-real M2( REAL )
x - 1 is V11() real ext-real M2( REAL )
x + (- 1) is V11() real ext-real set
(x + 1) / (x - 1) is V11() real ext-real M2( REAL )
(x - 1) " is V11() real ext-real set
(x + 1) * ((x - 1) ") is V11() real ext-real set
1 - 1 is V11() real ext-real V33() V34() M2( INT )
1 + (- 1) is V11() real ext-real set
0 / (x - 1) is V11() real ext-real M2( REAL )
0 * ((x - 1) ") is V11() real ext-real set
(- 1) + 1 is V11() real ext-real V33() V34() M2( INT )
0 / (x - 1) is V11() real ext-real M2( REAL )
0 * ((x - 1) ") is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((x ^2) + 1) is V11() real ext-real M2( REAL )
(x ^2) + 0 is V11() real ext-real M2( REAL )
sqrt (x ^2) is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((x ^2) + 1) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
t ^2 is V11() real ext-real set
t * t is V11() real ext-real set
(t ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((t ^2) + 1) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)) is V11() real ext-real M2( REAL )
x * t is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) - (x * t) is V11() real ext-real M2( REAL )
- (x * t) is V11() real ext-real set
((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) + (- (x * t)) is V11() real ext-real set
((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) ^2 is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) is V11() real ext-real set
(x * t) ^2 is V11() real ext-real M2( REAL )
(x * t) * (x * t) is V11() real ext-real set
(sqrt ((x ^2) + 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) * (sqrt ((x ^2) + 1)) is V11() real ext-real set
(sqrt ((t ^2) + 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((t ^2) + 1)) * (sqrt ((t ^2) + 1)) is V11() real ext-real set
((sqrt ((x ^2) + 1)) ^2) * ((sqrt ((t ^2) + 1)) ^2) is V11() real ext-real M2( REAL )
((x ^2) + 1) * ((sqrt ((t ^2) + 1)) ^2) is V11() real ext-real M2( REAL )
((x ^2) + 1) * ((t ^2) + 1) is V11() real ext-real M2( REAL )
((x * t) ^2) + (x ^2) is V11() real ext-real M2( REAL )
(((x * t) ^2) + (x ^2)) + (t ^2) is V11() real ext-real M2( REAL )
((((x * t) ^2) + (x ^2)) + (t ^2)) + 1 is V11() real ext-real M2( REAL )
(((((x * t) ^2) + (x ^2)) + (t ^2)) + 1) - ((x * t) ^2) is V11() real ext-real M2( REAL )
- ((x * t) ^2) is V11() real ext-real set
(((((x * t) ^2) + (x ^2)) + (t ^2)) + 1) + (- ((x * t) ^2)) is V11() real ext-real set
((x * t) ^2) - ((x * t) ^2) is V11() real ext-real M2( REAL )
((x * t) ^2) + (- ((x * t) ^2)) is V11() real ext-real set
0 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(x ^2) + (t ^2) is V11() real ext-real M2( REAL )
((x ^2) + (t ^2)) + 1 is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
((x ^2) - 1) / ((x ^2) + 1) is V11() real ext-real M2( REAL )
((x ^2) + 1) " is V11() real ext-real set
((x ^2) - 1) * (((x ^2) + 1) ") is V11() real ext-real set
2 * (x ^2) is V11() real ext-real M2( REAL )
0 * 2 is V1() natural V11() real ext-real non positive non negative V33() V34() V45() V46() V47() V48() V49() V50() V51() M3( REAL , NAT )
(2 * (x ^2)) - ((x ^2) + 1) is V11() real ext-real M2( REAL )
- ((x ^2) + 1) is V11() real ext-real set
(2 * (x ^2)) + (- ((x ^2) + 1)) is V11() real ext-real set
0 - ((x ^2) + 1) is V11() real ext-real M2( REAL )
0 + (- ((x ^2) + 1)) is V11() real ext-real set
- ((x ^2) + 1) is V11() real ext-real M2( REAL )
(- ((x ^2) + 1)) / ((x ^2) + 1) is V11() real ext-real M2( REAL )
(- ((x ^2) + 1)) * (((x ^2) + 1) ") is V11() real ext-real set
((x ^2) + 1) / ((x ^2) + 1) is V11() real ext-real M2( REAL )
((x ^2) + 1) * (((x ^2) + 1) ") is V11() real ext-real set
- (((x ^2) + 1) / ((x ^2) + 1)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
((x ^2) + 1) / ((x ^2) - 1) is V11() real ext-real M2( REAL )
((x ^2) - 1) " is V11() real ext-real set
((x ^2) + 1) * (((x ^2) - 1) ") is V11() real ext-real set
x - 1 is V11() real ext-real M2( REAL )
x + (- 1) is V11() real ext-real set
1 - 1 is V11() real ext-real V33() V34() M2( INT )
1 + (- 1) is V11() real ext-real set
(x - 1) + 1 is V11() real ext-real M2( REAL )
0 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
1 + (x ^2) is V11() real ext-real M2( REAL )
(- 1) + (x ^2) is V11() real ext-real M2( REAL )
0 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(x - 1) + 1 is V11() real ext-real M2( REAL )
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
(x ^2) - (x ^2) is V11() real ext-real M2( REAL )
(x ^2) + (- (x ^2)) is V11() real ext-real set
- (x ^2) is V11() real ext-real M2( REAL )
(- (x ^2)) + 1 is V11() real ext-real M2( REAL )
((x ^2) + 1) / (1 - (x ^2)) is V11() real ext-real M2( REAL )
(1 - (x ^2)) " is V11() real ext-real set
((x ^2) + 1) * ((1 - (x ^2)) ") is V11() real ext-real set
1 * (- 1) is V11() real ext-real non positive V33() V34() M2( INT )
(- 1) * (((x ^2) + 1) / (1 - (x ^2))) is V11() real ext-real M2( REAL )
- ((x ^2) + 1) is V11() real ext-real M2( REAL )
(- ((x ^2) + 1)) / (1 - (x ^2)) is V11() real ext-real M2( REAL )
(- ((x ^2) + 1)) * ((1 - (x ^2)) ") is V11() real ext-real set
- (1 - (x ^2)) is V11() real ext-real M2( REAL )
((x ^2) + 1) / (- (1 - (x ^2))) is V11() real ext-real M2( REAL )
(- (1 - (x ^2))) " is V11() real ext-real set
((x ^2) + 1) * ((- (1 - (x ^2))) ") is V11() real ext-real set
x is V11() real ext-real set
2 * x is V11() real ext-real M2( REAL )
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 + (x ^2) is V11() real ext-real M2( REAL )
(2 * x) / (1 + (x ^2)) is V11() real ext-real M2( REAL )
(1 + (x ^2)) " is V11() real ext-real set
(2 * x) * ((1 + (x ^2)) ") is V11() real ext-real set
0 * 2 is V1() natural V11() real ext-real non positive non negative V33() V34() V45() V46() V47() V48() V49() V50() V51() M3( REAL , NAT )
(x ^2) + 1 is V11() real ext-real M2( REAL )
(2 * x) / ((x ^2) + 1) is V11() real ext-real M2( REAL )
((x ^2) + 1) " is V11() real ext-real set
(2 * x) * (((x ^2) + 1) ") is V11() real ext-real set
0 / ((x ^2) + 1) is V11() real ext-real M2( REAL )
0 * (((x ^2) + 1) ") is V11() real ext-real set
x is V11() real ext-real set
2 * x is V11() real ext-real M2( REAL )
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 + (x ^2) is V11() real ext-real M2( REAL )
(2 * x) / (1 + (x ^2)) is V11() real ext-real M2( REAL )
(1 + (x ^2)) " is V11() real ext-real set
(2 * x) * ((1 + (x ^2)) ") is V11() real ext-real set
x - 1 is V11() real ext-real M2( REAL )
x + (- 1) is V11() real ext-real set
(x - 1) ^2 is V11() real ext-real M2( REAL )
(x - 1) * (x - 1) is V11() real ext-real set
0 + (2 * x) is V11() real ext-real M2( REAL )
(x ^2) - (2 * x) is V11() real ext-real M2( REAL )
- (2 * x) is V11() real ext-real set
(x ^2) + (- (2 * x)) is V11() real ext-real set
((x ^2) - (2 * x)) + 1 is V11() real ext-real M2( REAL )
(((x ^2) - (2 * x)) + 1) + (2 * x) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 + (x ^2) is V11() real ext-real M2( REAL )
sqrt (1 + (x ^2)) is V11() real ext-real M2( REAL )
1 - (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
- (sqrt (1 + (x ^2))) is V11() real ext-real set
1 + (- (sqrt (1 + (x ^2)))) is V11() real ext-real set
(1 - (sqrt (1 + (x ^2)))) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(1 - (sqrt (1 + (x ^2)))) * (x ") is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
0 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
sqrt ((x ^2) + 1) is V11() real ext-real M2( REAL )
- (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
(- 1) + 1 is V11() real ext-real V33() V34() M2( INT )
(- (sqrt ((x ^2) + 1))) + 1 is V11() real ext-real M2( REAL )
0 / x is V11() real ext-real M2( REAL )
0 * (x ") is V11() real ext-real set
1 - (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
- (sqrt ((x ^2) + 1)) is V11() real ext-real set
1 + (- (sqrt ((x ^2) + 1))) is V11() real ext-real set
(1 - (sqrt ((x ^2) + 1))) / x is V11() real ext-real M2( REAL )
(1 - (sqrt ((x ^2) + 1))) * (x ") is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
1 ^2 is V11() real ext-real M2( REAL )
1 * 1 is V11() real ext-real non negative set
(x ^2) - (x ^2) is V11() real ext-real M2( REAL )
(x ^2) + (- (x ^2)) is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
4 * (x ^2) is V11() real ext-real M2( REAL )
4 - (4 * (x ^2)) is V11() real ext-real M2( REAL )
- (4 * (x ^2)) is V11() real ext-real set
4 + (- (4 * (x ^2))) is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
0 * 4 is V1() natural V11() real ext-real non positive non negative V33() V34() V45() V46() V47() V48() V49() V50() V51() M3( REAL , NAT )
4 * (1 - (x ^2)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
sqrt (1 - (x ^2)) is V11() real ext-real M2( REAL )
1 + (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
sqrt (1 - (x ^2)) is V11() real ext-real M2( REAL )
1 + (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
(1 + (sqrt (1 - (x ^2)))) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(1 + (sqrt (1 - (x ^2)))) * (x ") is V11() real ext-real set
0 / x is V11() real ext-real M2( REAL )
0 * (x ") is V11() real ext-real set
x is V11() real ext-real set
2 * x is V11() real ext-real M2( REAL )
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
(2 * x) / ((x ^2) - 1) is V11() real ext-real M2( REAL )
((x ^2) - 1) " is V11() real ext-real set
(2 * x) * (((x ^2) - 1) ") is V11() real ext-real set
1 - 1 is V11() real ext-real V33() V34() M2( INT )
1 + (- 1) is V11() real ext-real set
2 * 1 is natural V11() real ext-real non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
0 / ((x ^2) - 1) is V11() real ext-real M2( REAL )
0 * (((x ^2) - 1) ") is V11() real ext-real set
1 - 1 is V11() real ext-real V33() V34() M2( INT )
1 + (- 1) is V11() real ext-real set
0 * 2 is V1() natural V11() real ext-real non positive non negative V33() V34() V45() V46() V47() V48() V49() V50() V51() M3( REAL , NAT )
0 / ((x ^2) - 1) is V11() real ext-real M2( REAL )
0 * (((x ^2) - 1) ") is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 + (x ^2) is V11() real ext-real M2( REAL )
sqrt (1 + (x ^2)) is V11() real ext-real M2( REAL )
1 + (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
(1 + (sqrt (1 + (x ^2)))) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(1 + (sqrt (1 + (x ^2)))) * (x ") is V11() real ext-real set
(sqrt (1 + (x ^2))) + 1 is V11() real ext-real M2( REAL )
0 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
0 / x is V11() real ext-real M2( REAL )
0 * (x ") is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((x ^2) + 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) + 1)))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,(x + (sqrt ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
1 / 2 is V11() real ext-real non negative V34() M2( RAT )
x is V11() real ext-real set
1 + x is V11() real ext-real M2( REAL )
1 - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
1 + (- x) is V11() real ext-real set
(1 + x) / (1 - x) is V11() real ext-real M2( REAL )
(1 - x) " is V11() real ext-real set
(1 + x) * ((1 - x) ") is V11() real ext-real set
log (number_e,((1 + x) / (1 - x))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + x) / (1 - x)))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x + 1 is V11() real ext-real M2( REAL )
x - 1 is V11() real ext-real M2( REAL )
x + (- 1) is V11() real ext-real set
(x + 1) / (x - 1) is V11() real ext-real M2( REAL )
(x - 1) " is V11() real ext-real set
(x + 1) * ((x - 1) ") is V11() real ext-real set
log (number_e,((x + 1) / (x - 1))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((x + 1) / (x - 1)))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
sqrt (1 - (x ^2)) is V11() real ext-real M2( REAL )
1 + (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
(1 + (sqrt (1 - (x ^2)))) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(1 + (sqrt (1 - (x ^2)))) * (x ") is V11() real ext-real set
log (number_e,((1 + (sqrt (1 - (x ^2)))) / x)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
sqrt (1 - (x ^2)) is V11() real ext-real M2( REAL )
1 + (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
(1 + (sqrt (1 - (x ^2)))) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(1 + (sqrt (1 - (x ^2)))) * (x ") is V11() real ext-real set
log (number_e,((1 + (sqrt (1 - (x ^2)))) / x)) is V11() real ext-real M2( REAL )
- (log (number_e,((1 + (sqrt (1 - (x ^2)))) / x))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 + (x ^2) is V11() real ext-real M2( REAL )
sqrt (1 + (x ^2)) is V11() real ext-real M2( REAL )
1 + (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
(1 + (sqrt (1 + (x ^2)))) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(1 + (sqrt (1 + (x ^2)))) * (x ") is V11() real ext-real set
log (number_e,((1 + (sqrt (1 + (x ^2)))) / x)) is V11() real ext-real M2( REAL )
1 - (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
- (sqrt (1 + (x ^2))) is V11() real ext-real set
1 + (- (sqrt (1 + (x ^2)))) is V11() real ext-real set
(1 - (sqrt (1 + (x ^2)))) / x is V11() real ext-real M2( REAL )
(1 - (sqrt (1 + (x ^2)))) * (x ") is V11() real ext-real set
log (number_e,((1 - (sqrt (1 + (x ^2)))) / x)) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
x is V11() real ext-real set
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((x ^2) + 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) + 1)))) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1))) is V11() real ext-real set
(sqrt ((x ^2) + 1)) ^2 is V11() real ext-real set
(sqrt ((x ^2) + 1)) * (sqrt ((x ^2) + 1)) is V11() real ext-real set
((sqrt ((x ^2) + 1)) ^2) - 1 is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) ^2) + (- 1) is V11() real ext-real set
sqrt (((sqrt ((x ^2) + 1)) ^2) - 1) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) + (sqrt (((sqrt ((x ^2) + 1)) ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x ^2) + 1)) + (sqrt (((sqrt ((x ^2) + 1)) ^2) - 1)))) is V11() real ext-real M2( REAL )
((x ^2) + 1) - 1 is V11() real ext-real M2( REAL )
((x ^2) + 1) + (- 1) is V11() real ext-real set
sqrt (((x ^2) + 1) - 1) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) + (sqrt (((x ^2) + 1) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x ^2) + 1)) + (sqrt (((x ^2) + 1) - 1)))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) + x is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x ^2) + 1)) + x)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((x ^2) + 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) + 1)))) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1))) is V11() real ext-real set
(sqrt ((x ^2) + 1)) ^2 is V11() real ext-real set
(sqrt ((x ^2) + 1)) * (sqrt ((x ^2) + 1)) is V11() real ext-real set
((sqrt ((x ^2) + 1)) ^2) - 1 is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) ^2) + (- 1) is V11() real ext-real set
sqrt (((sqrt ((x ^2) + 1)) ^2) - 1) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) + (sqrt (((sqrt ((x ^2) + 1)) ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x ^2) + 1)) + (sqrt (((sqrt ((x ^2) + 1)) ^2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,((sqrt ((x ^2) + 1)) + (sqrt (((sqrt ((x ^2) + 1)) ^2) - 1))))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) + x is V11() real ext-real M2( REAL )
1 / ((sqrt ((x ^2) + 1)) + x) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) + x) " is V11() real ext-real set
1 * (((sqrt ((x ^2) + 1)) + x) ") is V11() real ext-real set
((sqrt ((x ^2) + 1)) + x) to_power (- 1) is V11() real ext-real set
((x ^2) + 1) - 1 is V11() real ext-real M2( REAL )
((x ^2) + 1) + (- 1) is V11() real ext-real set
sqrt (((x ^2) + 1) - 1) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) + (sqrt (((x ^2) + 1) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x ^2) + 1)) + (sqrt (((x ^2) + 1) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,((sqrt ((x ^2) + 1)) + (sqrt (((x ^2) + 1) - 1))))) is V11() real ext-real M2( REAL )
- x is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) + (- x) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x ^2) + 1)) + (- x))) is V11() real ext-real M2( REAL )
- (log (number_e,((sqrt ((x ^2) + 1)) + (- x)))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
(sqrt ((x ^2) + 1)) + (- x) is V11() real ext-real set
((sqrt ((x ^2) + 1)) - x) * ((sqrt ((x ^2) + 1)) + x) is V11() real ext-real M2( REAL )
(((sqrt ((x ^2) + 1)) - x) * ((sqrt ((x ^2) + 1)) + x)) / ((sqrt ((x ^2) + 1)) + x) is V11() real ext-real M2( REAL )
(((sqrt ((x ^2) + 1)) - x) * ((sqrt ((x ^2) + 1)) + x)) * (((sqrt ((x ^2) + 1)) + x) ") is V11() real ext-real set
log (number_e,((((sqrt ((x ^2) + 1)) - x) * ((sqrt ((x ^2) + 1)) + x)) / ((sqrt ((x ^2) + 1)) + x))) is V11() real ext-real M2( REAL )
- (log (number_e,((((sqrt ((x ^2) + 1)) - x) * ((sqrt ((x ^2) + 1)) + x)) / ((sqrt ((x ^2) + 1)) + x)))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) ^2 is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) ^2) - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
((sqrt ((x ^2) + 1)) ^2) + (- (x ^2)) is V11() real ext-real set
(((sqrt ((x ^2) + 1)) ^2) - (x ^2)) / ((sqrt ((x ^2) + 1)) + x) is V11() real ext-real M2( REAL )
(((sqrt ((x ^2) + 1)) ^2) - (x ^2)) * (((sqrt ((x ^2) + 1)) + x) ") is V11() real ext-real set
log (number_e,((((sqrt ((x ^2) + 1)) ^2) - (x ^2)) / ((sqrt ((x ^2) + 1)) + x))) is V11() real ext-real M2( REAL )
- (log (number_e,((((sqrt ((x ^2) + 1)) ^2) - (x ^2)) / ((sqrt ((x ^2) + 1)) + x)))) is V11() real ext-real M2( REAL )
((x ^2) + 1) - (x ^2) is V11() real ext-real M2( REAL )
((x ^2) + 1) + (- (x ^2)) is V11() real ext-real set
(((x ^2) + 1) - (x ^2)) / ((sqrt ((x ^2) + 1)) + x) is V11() real ext-real M2( REAL )
(((x ^2) + 1) - (x ^2)) * (((sqrt ((x ^2) + 1)) + x) ") is V11() real ext-real set
log (number_e,((((x ^2) + 1) - (x ^2)) / ((sqrt ((x ^2) + 1)) + x))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x ^2) + 1) - (x ^2)) / ((sqrt ((x ^2) + 1)) + x)))) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x ^2) + 1)) + x)) is V11() real ext-real M2( REAL )
(- 1) * (log (number_e,((sqrt ((x ^2) + 1)) + x))) is V11() real ext-real M2( REAL )
- ((- 1) * (log (number_e,((sqrt ((x ^2) + 1)) + x)))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((x ^2) + 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) + 1)))) is V11() real ext-real M2( REAL )
x / (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) " is V11() real ext-real set
x * ((sqrt ((x ^2) + 1)) ") is V11() real ext-real set
((x / (sqrt ((x ^2) + 1)))) is V11() real ext-real set
1 + (x / (sqrt ((x ^2) + 1))) is V11() real ext-real M2( REAL )
1 - (x / (sqrt ((x ^2) + 1))) is V11() real ext-real M2( REAL )
- (x / (sqrt ((x ^2) + 1))) is V11() real ext-real set
1 + (- (x / (sqrt ((x ^2) + 1)))) is V11() real ext-real set
(1 + (x / (sqrt ((x ^2) + 1)))) / (1 - (x / (sqrt ((x ^2) + 1)))) is V11() real ext-real M2( REAL )
(1 - (x / (sqrt ((x ^2) + 1)))) " is V11() real ext-real set
(1 + (x / (sqrt ((x ^2) + 1)))) * ((1 - (x / (sqrt ((x ^2) + 1)))) ") is V11() real ext-real set
log (number_e,((1 + (x / (sqrt ((x ^2) + 1)))) / (1 - (x / (sqrt ((x ^2) + 1)))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + (x / (sqrt ((x ^2) + 1)))) / (1 - (x / (sqrt ((x ^2) + 1))))))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) + x is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) * 1 is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) * 1) + x is V11() real ext-real M2( REAL )
(((sqrt ((x ^2) + 1)) * 1) + x) / (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
(((sqrt ((x ^2) + 1)) * 1) + x) * ((sqrt ((x ^2) + 1)) ") is V11() real ext-real set
((((sqrt ((x ^2) + 1)) * 1) + x) / (sqrt ((x ^2) + 1))) / (1 - (x / (sqrt ((x ^2) + 1)))) is V11() real ext-real M2( REAL )
((((sqrt ((x ^2) + 1)) * 1) + x) / (sqrt ((x ^2) + 1))) * ((1 - (x / (sqrt ((x ^2) + 1)))) ") is V11() real ext-real set
log (number_e,(((((sqrt ((x ^2) + 1)) * 1) + x) / (sqrt ((x ^2) + 1))) / (1 - (x / (sqrt ((x ^2) + 1)))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((((sqrt ((x ^2) + 1)) * 1) + x) / (sqrt ((x ^2) + 1))) / (1 - (x / (sqrt ((x ^2) + 1))))))) is V11() real ext-real M2( REAL )
1 * (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
(1 * (sqrt ((x ^2) + 1))) - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
(1 * (sqrt ((x ^2) + 1))) + (- x) is V11() real ext-real set
((1 * (sqrt ((x ^2) + 1))) - x) / (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
((1 * (sqrt ((x ^2) + 1))) - x) * ((sqrt ((x ^2) + 1)) ") is V11() real ext-real set
((((sqrt ((x ^2) + 1)) * 1) + x) / (sqrt ((x ^2) + 1))) / (((1 * (sqrt ((x ^2) + 1))) - x) / (sqrt ((x ^2) + 1))) is V11() real ext-real M2( REAL )
(((1 * (sqrt ((x ^2) + 1))) - x) / (sqrt ((x ^2) + 1))) " is V11() real ext-real set
((((sqrt ((x ^2) + 1)) * 1) + x) / (sqrt ((x ^2) + 1))) * ((((1 * (sqrt ((x ^2) + 1))) - x) / (sqrt ((x ^2) + 1))) ") is V11() real ext-real set
log (number_e,(((((sqrt ((x ^2) + 1)) * 1) + x) / (sqrt ((x ^2) + 1))) / (((1 * (sqrt ((x ^2) + 1))) - x) / (sqrt ((x ^2) + 1))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((((sqrt ((x ^2) + 1)) * 1) + x) / (sqrt ((x ^2) + 1))) / (((1 * (sqrt ((x ^2) + 1))) - x) / (sqrt ((x ^2) + 1)))))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) - x is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) + (- x) is V11() real ext-real set
((sqrt ((x ^2) + 1)) + x) / ((sqrt ((x ^2) + 1)) - x) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) - x) " is V11() real ext-real set
((sqrt ((x ^2) + 1)) + x) * (((sqrt ((x ^2) + 1)) - x) ") is V11() real ext-real set
log (number_e,(((sqrt ((x ^2) + 1)) + x) / ((sqrt ((x ^2) + 1)) - x))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((sqrt ((x ^2) + 1)) + x) / ((sqrt ((x ^2) + 1)) - x)))) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) - x) * ((sqrt ((x ^2) + 1)) + x) is V11() real ext-real M2( REAL )
(((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) / (((sqrt ((x ^2) + 1)) - x) * ((sqrt ((x ^2) + 1)) + x)) is V11() real ext-real M2( REAL )
(((sqrt ((x ^2) + 1)) - x) * ((sqrt ((x ^2) + 1)) + x)) " is V11() real ext-real set
(((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) * ((((sqrt ((x ^2) + 1)) - x) * ((sqrt ((x ^2) + 1)) + x)) ") is V11() real ext-real set
log (number_e,((((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) / (((sqrt ((x ^2) + 1)) - x) * ((sqrt ((x ^2) + 1)) + x)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) / (((sqrt ((x ^2) + 1)) - x) * ((sqrt ((x ^2) + 1)) + x))))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) * (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) * (sqrt ((x ^2) + 1))) - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
((sqrt ((x ^2) + 1)) * (sqrt ((x ^2) + 1))) + (- (x ^2)) is V11() real ext-real set
(((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) / (((sqrt ((x ^2) + 1)) * (sqrt ((x ^2) + 1))) - (x ^2)) is V11() real ext-real M2( REAL )
(((sqrt ((x ^2) + 1)) * (sqrt ((x ^2) + 1))) - (x ^2)) " is V11() real ext-real set
(((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) * ((((sqrt ((x ^2) + 1)) * (sqrt ((x ^2) + 1))) - (x ^2)) ") is V11() real ext-real set
log (number_e,((((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) / (((sqrt ((x ^2) + 1)) * (sqrt ((x ^2) + 1))) - (x ^2)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) / (((sqrt ((x ^2) + 1)) * (sqrt ((x ^2) + 1))) - (x ^2))))) is V11() real ext-real M2( REAL )
((x ^2) + 1) ^2 is V11() real ext-real M2( REAL )
((x ^2) + 1) * ((x ^2) + 1) is V11() real ext-real set
sqrt (((x ^2) + 1) ^2) is V11() real ext-real M2( REAL )
(sqrt (((x ^2) + 1) ^2)) - (x ^2) is V11() real ext-real M2( REAL )
(sqrt (((x ^2) + 1) ^2)) + (- (x ^2)) is V11() real ext-real set
(((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) / ((sqrt (((x ^2) + 1) ^2)) - (x ^2)) is V11() real ext-real M2( REAL )
((sqrt (((x ^2) + 1) ^2)) - (x ^2)) " is V11() real ext-real set
(((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) * (((sqrt (((x ^2) + 1) ^2)) - (x ^2)) ") is V11() real ext-real set
log (number_e,((((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) / ((sqrt (((x ^2) + 1) ^2)) - (x ^2)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) / ((sqrt (((x ^2) + 1) ^2)) - (x ^2))))) is V11() real ext-real M2( REAL )
((x ^2) + 1) - (x ^2) is V11() real ext-real M2( REAL )
((x ^2) + 1) + (- (x ^2)) is V11() real ext-real set
(((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) / (((x ^2) + 1) - (x ^2)) is V11() real ext-real M2( REAL )
(((x ^2) + 1) - (x ^2)) " is V11() real ext-real set
(((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) * ((((x ^2) + 1) - (x ^2)) ") is V11() real ext-real set
log (number_e,((((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) / (((x ^2) + 1) - (x ^2)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x)) / (((x ^2) + 1) - (x ^2))))) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) + x) ^2 is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) + x) * ((sqrt ((x ^2) + 1)) + x) is V11() real ext-real set
log (number_e,(((sqrt ((x ^2) + 1)) + x) ^2)) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((sqrt ((x ^2) + 1)) + x) ^2))) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) + x) to_power 2 is V11() real ext-real M2( REAL )
log (number_e,(((sqrt ((x ^2) + 1)) + x) to_power 2)) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((sqrt ((x ^2) + 1)) + x) to_power 2))) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x ^2) + 1)) + x)) is V11() real ext-real M2( REAL )
2 * (log (number_e,((sqrt ((x ^2) + 1)) + x))) is V11() real ext-real M2( REAL )
(1 / 2) * (2 * (log (number_e,((sqrt ((x ^2) + 1)) + x)))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) - 1))) is V11() real ext-real set
(sqrt ((x ^2) - 1)) ^2 is V11() real ext-real set
(sqrt ((x ^2) - 1)) * (sqrt ((x ^2) - 1)) is V11() real ext-real set
((sqrt ((x ^2) - 1)) ^2) + 1 is V11() real ext-real M2( REAL )
sqrt (((sqrt ((x ^2) - 1)) ^2) + 1) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) + (sqrt (((sqrt ((x ^2) - 1)) ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x ^2) - 1)) + (sqrt (((sqrt ((x ^2) - 1)) ^2) + 1)))) is V11() real ext-real M2( REAL )
((x ^2) - 1) + 1 is V11() real ext-real M2( REAL )
sqrt (((x ^2) - 1) + 1) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) + (sqrt (((x ^2) - 1) + 1)) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x ^2) - 1)) + (sqrt (((x ^2) - 1) + 1)))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) + x is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x ^2) - 1)) + x)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(sqrt ((x ^2) - 1)) * (x ") is V11() real ext-real set
(((sqrt ((x ^2) - 1)) / x)) is V11() real ext-real set
1 + ((sqrt ((x ^2) - 1)) / x) is V11() real ext-real M2( REAL )
1 - ((sqrt ((x ^2) - 1)) / x) is V11() real ext-real M2( REAL )
- ((sqrt ((x ^2) - 1)) / x) is V11() real ext-real set
1 + (- ((sqrt ((x ^2) - 1)) / x)) is V11() real ext-real set
(1 + ((sqrt ((x ^2) - 1)) / x)) / (1 - ((sqrt ((x ^2) - 1)) / x)) is V11() real ext-real M2( REAL )
(1 - ((sqrt ((x ^2) - 1)) / x)) " is V11() real ext-real set
(1 + ((sqrt ((x ^2) - 1)) / x)) * ((1 - ((sqrt ((x ^2) - 1)) / x)) ") is V11() real ext-real set
log (number_e,((1 + ((sqrt ((x ^2) - 1)) / x)) / (1 - ((sqrt ((x ^2) - 1)) / x)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + ((sqrt ((x ^2) - 1)) / x)) / (1 - ((sqrt ((x ^2) - 1)) / x))))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) + x is V11() real ext-real M2( REAL )
1 ^2 is V11() real ext-real M2( REAL )
1 * 1 is V11() real ext-real non negative set
(1 ^2) + 0 is V11() real ext-real M2( REAL )
x * 1 is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) + (x * 1) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) - 1)) + (x * 1)) / x is V11() real ext-real M2( REAL )
((sqrt ((x ^2) - 1)) + (x * 1)) * (x ") is V11() real ext-real set
(((sqrt ((x ^2) - 1)) + (x * 1)) / x) / (1 - ((sqrt ((x ^2) - 1)) / x)) is V11() real ext-real M2( REAL )
(((sqrt ((x ^2) - 1)) + (x * 1)) / x) * ((1 - ((sqrt ((x ^2) - 1)) / x)) ") is V11() real ext-real set
log (number_e,((((sqrt ((x ^2) - 1)) + (x * 1)) / x) / (1 - ((sqrt ((x ^2) - 1)) / x)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((((sqrt ((x ^2) - 1)) + (x * 1)) / x) / (1 - ((sqrt ((x ^2) - 1)) / x))))) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) - 1)) + x) / x is V11() real ext-real M2( REAL )
((sqrt ((x ^2) - 1)) + x) * (x ") is V11() real ext-real set
1 * x is V11() real ext-real M2( REAL )
(1 * x) - (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
- (sqrt ((x ^2) - 1)) is V11() real ext-real set
(1 * x) + (- (sqrt ((x ^2) - 1))) is V11() real ext-real set
((1 * x) - (sqrt ((x ^2) - 1))) / x is V11() real ext-real M2( REAL )
((1 * x) - (sqrt ((x ^2) - 1))) * (x ") is V11() real ext-real set
(((sqrt ((x ^2) - 1)) + x) / x) / (((1 * x) - (sqrt ((x ^2) - 1))) / x) is V11() real ext-real M2( REAL )
(((1 * x) - (sqrt ((x ^2) - 1))) / x) " is V11() real ext-real set
(((sqrt ((x ^2) - 1)) + x) / x) * ((((1 * x) - (sqrt ((x ^2) - 1))) / x) ") is V11() real ext-real set
log (number_e,((((sqrt ((x ^2) - 1)) + x) / x) / (((1 * x) - (sqrt ((x ^2) - 1))) / x))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((((sqrt ((x ^2) - 1)) + x) / x) / (((1 * x) - (sqrt ((x ^2) - 1))) / x)))) is V11() real ext-real M2( REAL )
x - (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
x + (- (sqrt ((x ^2) - 1))) is V11() real ext-real set
((sqrt ((x ^2) - 1)) + x) / (x - (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
(x - (sqrt ((x ^2) - 1))) " is V11() real ext-real set
((sqrt ((x ^2) - 1)) + x) * ((x - (sqrt ((x ^2) - 1))) ") is V11() real ext-real set
log (number_e,(((sqrt ((x ^2) - 1)) + x) / (x - (sqrt ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((sqrt ((x ^2) - 1)) + x) / (x - (sqrt ((x ^2) - 1)))))) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) - 1)) + x) * ((sqrt ((x ^2) - 1)) + x) is V11() real ext-real M2( REAL )
(x - (sqrt ((x ^2) - 1))) * ((sqrt ((x ^2) - 1)) + x) is V11() real ext-real M2( REAL )
(((sqrt ((x ^2) - 1)) + x) * ((sqrt ((x ^2) - 1)) + x)) / ((x - (sqrt ((x ^2) - 1))) * ((sqrt ((x ^2) - 1)) + x)) is V11() real ext-real M2( REAL )
((x - (sqrt ((x ^2) - 1))) * ((sqrt ((x ^2) - 1)) + x)) " is V11() real ext-real set
(((sqrt ((x ^2) - 1)) + x) * ((sqrt ((x ^2) - 1)) + x)) * (((x - (sqrt ((x ^2) - 1))) * ((sqrt ((x ^2) - 1)) + x)) ") is V11() real ext-real set
log (number_e,((((sqrt ((x ^2) - 1)) + x) * ((sqrt ((x ^2) - 1)) + x)) / ((x - (sqrt ((x ^2) - 1))) * ((sqrt ((x ^2) - 1)) + x)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((((sqrt ((x ^2) - 1)) + x) * ((sqrt ((x ^2) - 1)) + x)) / ((x - (sqrt ((x ^2) - 1))) * ((sqrt ((x ^2) - 1)) + x))))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) * (sqrt ((x ^2) - 1)) is V11() real ext-real set
(x ^2) - ((sqrt ((x ^2) - 1)) ^2) is V11() real ext-real M2( REAL )
- ((sqrt ((x ^2) - 1)) ^2) is V11() real ext-real set
(x ^2) + (- ((sqrt ((x ^2) - 1)) ^2)) is V11() real ext-real set
(((sqrt ((x ^2) - 1)) + x) * ((sqrt ((x ^2) - 1)) + x)) / ((x ^2) - ((sqrt ((x ^2) - 1)) ^2)) is V11() real ext-real M2( REAL )
((x ^2) - ((sqrt ((x ^2) - 1)) ^2)) " is V11() real ext-real set
(((sqrt ((x ^2) - 1)) + x) * ((sqrt ((x ^2) - 1)) + x)) * (((x ^2) - ((sqrt ((x ^2) - 1)) ^2)) ") is V11() real ext-real set
log (number_e,((((sqrt ((x ^2) - 1)) + x) * ((sqrt ((x ^2) - 1)) + x)) / ((x ^2) - ((sqrt ((x ^2) - 1)) ^2)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((((sqrt ((x ^2) - 1)) + x) * ((sqrt ((x ^2) - 1)) + x)) / ((x ^2) - ((sqrt ((x ^2) - 1)) ^2))))) is V11() real ext-real M2( REAL )
(x ^2) - ((x ^2) - 1) is V11() real ext-real M2( REAL )
- ((x ^2) - 1) is V11() real ext-real set
(x ^2) + (- ((x ^2) - 1)) is V11() real ext-real set
(((sqrt ((x ^2) - 1)) + x) * ((sqrt ((x ^2) - 1)) + x)) / ((x ^2) - ((x ^2) - 1)) is V11() real ext-real M2( REAL )
((x ^2) - ((x ^2) - 1)) " is V11() real ext-real set
(((sqrt ((x ^2) - 1)) + x) * ((sqrt ((x ^2) - 1)) + x)) * (((x ^2) - ((x ^2) - 1)) ") is V11() real ext-real set
log (number_e,((((sqrt ((x ^2) - 1)) + x) * ((sqrt ((x ^2) - 1)) + x)) / ((x ^2) - ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((((sqrt ((x ^2) - 1)) + x) * ((sqrt ((x ^2) - 1)) + x)) / ((x ^2) - ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) - 1)) + x) ^2 is V11() real ext-real M2( REAL )
((sqrt ((x ^2) - 1)) + x) * ((sqrt ((x ^2) - 1)) + x) is V11() real ext-real set
log (number_e,(((sqrt ((x ^2) - 1)) + x) ^2)) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((sqrt ((x ^2) - 1)) + x) ^2))) is V11() real ext-real M2( REAL )
((sqrt ((x ^2) - 1)) + x) to_power 2 is V11() real ext-real M2( REAL )
log (number_e,(((sqrt ((x ^2) - 1)) + x) to_power 2)) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((sqrt ((x ^2) - 1)) + x) to_power 2))) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x ^2) - 1)) + x)) is V11() real ext-real M2( REAL )
2 * (log (number_e,((sqrt ((x ^2) - 1)) + x))) is V11() real ext-real M2( REAL )
(1 / 2) * (2 * (log (number_e,((sqrt ((x ^2) - 1)) + x)))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
x + 1 is V11() real ext-real M2( REAL )
(x + 1) / 2 is V11() real ext-real M2( REAL )
(x + 1) * (2 ") is V11() real ext-real set
sqrt ((x + 1) / 2) is V11() real ext-real M2( REAL )
((sqrt ((x + 1) / 2))) is V11() real ext-real set
(sqrt ((x + 1) / 2)) ^2 is V11() real ext-real set
(sqrt ((x + 1) / 2)) * (sqrt ((x + 1) / 2)) is V11() real ext-real set
((sqrt ((x + 1) / 2)) ^2) - 1 is V11() real ext-real M2( REAL )
((sqrt ((x + 1) / 2)) ^2) + (- 1) is V11() real ext-real set
sqrt (((sqrt ((x + 1) / 2)) ^2) - 1) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) / 2)) + (sqrt (((sqrt ((x + 1) / 2)) ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x + 1) / 2)) + (sqrt (((sqrt ((x + 1) / 2)) ^2) - 1)))) is V11() real ext-real M2( REAL )
2 * ((sqrt ((x + 1) / 2))) is V11() real ext-real M2( REAL )
x - 1 is V11() real ext-real M2( REAL )
x + (- 1) is V11() real ext-real set
(x - 1) / 2 is V11() real ext-real M2( REAL )
(x - 1) * (2 ") is V11() real ext-real set
((x ^2) - 1) / 4 is V11() real ext-real M2( REAL )
4 " is V1() V11() real ext-real positive non negative set
((x ^2) - 1) * (4 ") is V11() real ext-real set
sqrt ((x - 1) / 2) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2)) is V11() real ext-real M2( REAL )
((x + 1) / 2) - 1 is V11() real ext-real M2( REAL )
((x + 1) / 2) + (- 1) is V11() real ext-real set
sqrt (((x + 1) / 2) - 1) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) / 2)) + (sqrt (((x + 1) / 2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x + 1) / 2)) + (sqrt (((x + 1) / 2) - 1)))) is V11() real ext-real M2( REAL )
2 * (log (number_e,((sqrt ((x + 1) / 2)) + (sqrt (((x + 1) / 2) - 1))))) is V11() real ext-real M2( REAL )
((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))) to_power 2 is V11() real ext-real M2( REAL )
log (number_e,(((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))) to_power 2)) is V11() real ext-real M2( REAL )
((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))) ^2 is V11() real ext-real M2( REAL )
((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))) * ((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))) is V11() real ext-real set
log (number_e,(((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))) ^2)) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) / 2)) ^2 is V11() real ext-real M2( REAL )
2 * (sqrt ((x + 1) / 2)) is V11() real ext-real M2( REAL )
(2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)) is V11() real ext-real M2( REAL )
((sqrt ((x + 1) / 2)) ^2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2))) is V11() real ext-real M2( REAL )
(sqrt ((x - 1) / 2)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((x - 1) / 2)) * (sqrt ((x - 1) / 2)) is V11() real ext-real set
(((sqrt ((x + 1) / 2)) ^2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((sqrt ((x - 1) / 2)) ^2) is V11() real ext-real M2( REAL )
log (number_e,((((sqrt ((x + 1) / 2)) ^2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((sqrt ((x - 1) / 2)) ^2))) is V11() real ext-real M2( REAL )
((x + 1) / 2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2))) is V11() real ext-real M2( REAL )
(((x + 1) / 2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((sqrt ((x - 1) / 2)) ^2) is V11() real ext-real M2( REAL )
log (number_e,((((x + 1) / 2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((sqrt ((x - 1) / 2)) ^2))) is V11() real ext-real M2( REAL )
(((x + 1) / 2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((x - 1) / 2) is V11() real ext-real M2( REAL )
log (number_e,((((x + 1) / 2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((x - 1) / 2))) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) / 2)) * (sqrt ((x - 1) / 2)) is V11() real ext-real M2( REAL )
2 * ((sqrt ((x + 1) / 2)) * (sqrt ((x - 1) / 2))) is V11() real ext-real M2( REAL )
x + (2 * ((sqrt ((x + 1) / 2)) * (sqrt ((x - 1) / 2)))) is V11() real ext-real M2( REAL )
log (number_e,(x + (2 * ((sqrt ((x + 1) / 2)) * (sqrt ((x - 1) / 2)))))) is V11() real ext-real M2( REAL )
((x + 1) / 2) * ((x - 1) / 2) is V11() real ext-real M2( REAL )
sqrt (((x + 1) / 2) * ((x - 1) / 2)) is V11() real ext-real M2( REAL )
2 * (sqrt (((x + 1) / 2) * ((x - 1) / 2))) is V11() real ext-real M2( REAL )
x + (2 * (sqrt (((x + 1) / 2) * ((x - 1) / 2)))) is V11() real ext-real M2( REAL )
log (number_e,(x + (2 * (sqrt (((x + 1) / 2) * ((x - 1) / 2)))))) is V11() real ext-real M2( REAL )
2 ^2 is V11() real ext-real M2( REAL )
2 * 2 is V11() real ext-real non negative set
sqrt (2 ^2) is V11() real ext-real M2( REAL )
sqrt (((x ^2) - 1) / 4) is V11() real ext-real M2( REAL )
(sqrt (2 ^2)) * (sqrt (((x ^2) - 1) / 4)) is V11() real ext-real M2( REAL )
x + ((sqrt (2 ^2)) * (sqrt (((x ^2) - 1) / 4))) is V11() real ext-real M2( REAL )
log (number_e,(x + ((sqrt (2 ^2)) * (sqrt (((x ^2) - 1) / 4))))) is V11() real ext-real M2( REAL )
4 * (((x ^2) - 1) / 4) is V11() real ext-real M2( REAL )
sqrt (4 * (((x ^2) - 1) / 4)) is V11() real ext-real M2( REAL )
x + (sqrt (4 * (((x ^2) - 1) / 4))) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt (4 * (((x ^2) - 1) / 4))))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,(x + (sqrt ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
x + 1 is V11() real ext-real M2( REAL )
(x + 1) / 2 is V11() real ext-real M2( REAL )
(x + 1) * (2 ") is V11() real ext-real set
sqrt ((x + 1) / 2) is V11() real ext-real M2( REAL )
((sqrt ((x + 1) / 2))) is V11() real ext-real set
(sqrt ((x + 1) / 2)) ^2 is V11() real ext-real set
(sqrt ((x + 1) / 2)) * (sqrt ((x + 1) / 2)) is V11() real ext-real set
((sqrt ((x + 1) / 2)) ^2) - 1 is V11() real ext-real M2( REAL )
((sqrt ((x + 1) / 2)) ^2) + (- 1) is V11() real ext-real set
sqrt (((sqrt ((x + 1) / 2)) ^2) - 1) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) / 2)) + (sqrt (((sqrt ((x + 1) / 2)) ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x + 1) / 2)) + (sqrt (((sqrt ((x + 1) / 2)) ^2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,((sqrt ((x + 1) / 2)) + (sqrt (((sqrt ((x + 1) / 2)) ^2) - 1))))) is V11() real ext-real M2( REAL )
2 * ((sqrt ((x + 1) / 2))) is V11() real ext-real M2( REAL )
x - 1 is V11() real ext-real M2( REAL )
x + (- 1) is V11() real ext-real set
(x - 1) / 2 is V11() real ext-real M2( REAL )
(x - 1) * (2 ") is V11() real ext-real set
((x ^2) - 1) / 4 is V11() real ext-real M2( REAL )
4 " is V1() V11() real ext-real positive non negative set
((x ^2) - 1) * (4 ") is V11() real ext-real set
sqrt ((x - 1) / 2) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2)) is V11() real ext-real M2( REAL )
((x + 1) / 2) - 1 is V11() real ext-real M2( REAL )
((x + 1) / 2) + (- 1) is V11() real ext-real set
sqrt (((x + 1) / 2) - 1) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) / 2)) + (sqrt (((x + 1) / 2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x + 1) / 2)) + (sqrt (((x + 1) / 2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,((sqrt ((x + 1) / 2)) + (sqrt (((x + 1) / 2) - 1))))) is V11() real ext-real M2( REAL )
2 * (- (log (number_e,((sqrt ((x + 1) / 2)) + (sqrt (((x + 1) / 2) - 1)))))) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2)))) is V11() real ext-real M2( REAL )
2 * (log (number_e,((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))))) is V11() real ext-real M2( REAL )
- (2 * (log (number_e,((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2)))))) is V11() real ext-real M2( REAL )
((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))) to_power 2 is V11() real ext-real M2( REAL )
log (number_e,(((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))) to_power 2)) is V11() real ext-real M2( REAL )
- (log (number_e,(((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))) to_power 2))) is V11() real ext-real M2( REAL )
((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))) ^2 is V11() real ext-real M2( REAL )
((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))) * ((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))) is V11() real ext-real set
log (number_e,(((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))) ^2)) is V11() real ext-real M2( REAL )
- (log (number_e,(((sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2))) ^2))) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) / 2)) ^2 is V11() real ext-real M2( REAL )
2 * (sqrt ((x + 1) / 2)) is V11() real ext-real M2( REAL )
(2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)) is V11() real ext-real M2( REAL )
((sqrt ((x + 1) / 2)) ^2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2))) is V11() real ext-real M2( REAL )
(sqrt ((x - 1) / 2)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((x - 1) / 2)) * (sqrt ((x - 1) / 2)) is V11() real ext-real set
(((sqrt ((x + 1) / 2)) ^2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((sqrt ((x - 1) / 2)) ^2) is V11() real ext-real M2( REAL )
log (number_e,((((sqrt ((x + 1) / 2)) ^2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((sqrt ((x - 1) / 2)) ^2))) is V11() real ext-real M2( REAL )
- (log (number_e,((((sqrt ((x + 1) / 2)) ^2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((sqrt ((x - 1) / 2)) ^2)))) is V11() real ext-real M2( REAL )
((x + 1) / 2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2))) is V11() real ext-real M2( REAL )
(((x + 1) / 2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((sqrt ((x - 1) / 2)) ^2) is V11() real ext-real M2( REAL )
log (number_e,((((x + 1) / 2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((sqrt ((x - 1) / 2)) ^2))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x + 1) / 2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((sqrt ((x - 1) / 2)) ^2)))) is V11() real ext-real M2( REAL )
(((x + 1) / 2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((x - 1) / 2) is V11() real ext-real M2( REAL )
log (number_e,((((x + 1) / 2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((x - 1) / 2))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x + 1) / 2) + ((2 * (sqrt ((x + 1) / 2))) * (sqrt ((x - 1) / 2)))) + ((x - 1) / 2)))) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) / 2)) * (sqrt ((x - 1) / 2)) is V11() real ext-real M2( REAL )
2 * ((sqrt ((x + 1) / 2)) * (sqrt ((x - 1) / 2))) is V11() real ext-real M2( REAL )
x + (2 * ((sqrt ((x + 1) / 2)) * (sqrt ((x - 1) / 2)))) is V11() real ext-real M2( REAL )
log (number_e,(x + (2 * ((sqrt ((x + 1) / 2)) * (sqrt ((x - 1) / 2)))))) is V11() real ext-real M2( REAL )
- (log (number_e,(x + (2 * ((sqrt ((x + 1) / 2)) * (sqrt ((x - 1) / 2))))))) is V11() real ext-real M2( REAL )
((x + 1) / 2) * ((x - 1) / 2) is V11() real ext-real M2( REAL )
sqrt (((x + 1) / 2) * ((x - 1) / 2)) is V11() real ext-real M2( REAL )
2 * (sqrt (((x + 1) / 2) * ((x - 1) / 2))) is V11() real ext-real M2( REAL )
x + (2 * (sqrt (((x + 1) / 2) * ((x - 1) / 2)))) is V11() real ext-real M2( REAL )
log (number_e,(x + (2 * (sqrt (((x + 1) / 2) * ((x - 1) / 2)))))) is V11() real ext-real M2( REAL )
- (log (number_e,(x + (2 * (sqrt (((x + 1) / 2) * ((x - 1) / 2))))))) is V11() real ext-real M2( REAL )
2 ^2 is V11() real ext-real M2( REAL )
2 * 2 is V11() real ext-real non negative set
sqrt (2 ^2) is V11() real ext-real M2( REAL )
sqrt (((x ^2) - 1) / 4) is V11() real ext-real M2( REAL )
(sqrt (2 ^2)) * (sqrt (((x ^2) - 1) / 4)) is V11() real ext-real M2( REAL )
x + ((sqrt (2 ^2)) * (sqrt (((x ^2) - 1) / 4))) is V11() real ext-real M2( REAL )
log (number_e,(x + ((sqrt (2 ^2)) * (sqrt (((x ^2) - 1) / 4))))) is V11() real ext-real M2( REAL )
- (log (number_e,(x + ((sqrt (2 ^2)) * (sqrt (((x ^2) - 1) / 4)))))) is V11() real ext-real M2( REAL )
4 * (((x ^2) - 1) / 4) is V11() real ext-real M2( REAL )
sqrt (4 * (((x ^2) - 1) / 4)) is V11() real ext-real M2( REAL )
x + (sqrt (4 * (((x ^2) - 1) / 4))) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt (4 * (((x ^2) - 1) / 4))))) is V11() real ext-real M2( REAL )
- (log (number_e,(x + (sqrt (4 * (((x ^2) - 1) / 4)))))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
x - 1 is V11() real ext-real M2( REAL )
x + (- 1) is V11() real ext-real set
(x - 1) / 2 is V11() real ext-real M2( REAL )
(x - 1) * (2 ") is V11() real ext-real set
sqrt ((x - 1) / 2) is V11() real ext-real M2( REAL )
((sqrt ((x - 1) / 2))) is V11() real ext-real set
(sqrt ((x - 1) / 2)) ^2 is V11() real ext-real set
(sqrt ((x - 1) / 2)) * (sqrt ((x - 1) / 2)) is V11() real ext-real set
((sqrt ((x - 1) / 2)) ^2) + 1 is V11() real ext-real M2( REAL )
sqrt (((sqrt ((x - 1) / 2)) ^2) + 1) is V11() real ext-real M2( REAL )
(sqrt ((x - 1) / 2)) + (sqrt (((sqrt ((x - 1) / 2)) ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x - 1) / 2)) + (sqrt (((sqrt ((x - 1) / 2)) ^2) + 1)))) is V11() real ext-real M2( REAL )
2 * ((sqrt ((x - 1) / 2))) is V11() real ext-real M2( REAL )
x + 1 is V11() real ext-real M2( REAL )
(x + 1) / 2 is V11() real ext-real M2( REAL )
(x + 1) * (2 ") is V11() real ext-real set
sqrt ((x + 1) / 2) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) / 2)) + (sqrt ((x - 1) / 2)) is V11() real ext-real M2( REAL )
((x ^2) - 1) / 4 is V11() real ext-real M2( REAL )
4 " is V1() V11() real ext-real positive non negative set
((x ^2) - 1) * (4 ") is V11() real ext-real set
((x - 1) / 2) + 1 is V11() real ext-real M2( REAL )
sqrt (((x - 1) / 2) + 1) is V11() real ext-real M2( REAL )
(sqrt ((x - 1) / 2)) + (sqrt (((x - 1) / 2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((x - 1) / 2)) + (sqrt (((x - 1) / 2) + 1)))) is V11() real ext-real M2( REAL )
2 * (log (number_e,((sqrt ((x - 1) / 2)) + (sqrt (((x - 1) / 2) + 1))))) is V11() real ext-real M2( REAL )
(sqrt ((x - 1) / 2)) + (sqrt ((x + 1) / 2)) is V11() real ext-real M2( REAL )
((sqrt ((x - 1) / 2)) + (sqrt ((x + 1) / 2))) to_power 2 is V11() real ext-real M2( REAL )
log (number_e,(((sqrt ((x - 1) / 2)) + (sqrt ((x + 1) / 2))) to_power 2)) is V11() real ext-real M2( REAL )
((sqrt ((x - 1) / 2)) + (sqrt ((x + 1) / 2))) ^2 is V11() real ext-real M2( REAL )
((sqrt ((x - 1) / 2)) + (sqrt ((x + 1) / 2))) * ((sqrt ((x - 1) / 2)) + (sqrt ((x + 1) / 2))) is V11() real ext-real set
log (number_e,(((sqrt ((x - 1) / 2)) + (sqrt ((x + 1) / 2))) ^2)) is V11() real ext-real M2( REAL )
(sqrt ((x - 1) / 2)) ^2 is V11() real ext-real M2( REAL )
2 * (sqrt ((x - 1) / 2)) is V11() real ext-real M2( REAL )
(2 * (sqrt ((x - 1) / 2))) * (sqrt ((x + 1) / 2)) is V11() real ext-real M2( REAL )
((sqrt ((x - 1) / 2)) ^2) + ((2 * (sqrt ((x - 1) / 2))) * (sqrt ((x + 1) / 2))) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) / 2)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((x + 1) / 2)) * (sqrt ((x + 1) / 2)) is V11() real ext-real set
(((sqrt ((x - 1) / 2)) ^2) + ((2 * (sqrt ((x - 1) / 2))) * (sqrt ((x + 1) / 2)))) + ((sqrt ((x + 1) / 2)) ^2) is V11() real ext-real M2( REAL )
log (number_e,((((sqrt ((x - 1) / 2)) ^2) + ((2 * (sqrt ((x - 1) / 2))) * (sqrt ((x + 1) / 2)))) + ((sqrt ((x + 1) / 2)) ^2))) is V11() real ext-real M2( REAL )
((x - 1) / 2) + ((2 * (sqrt ((x - 1) / 2))) * (sqrt ((x + 1) / 2))) is V11() real ext-real M2( REAL )
(((x - 1) / 2) + ((2 * (sqrt ((x - 1) / 2))) * (sqrt ((x + 1) / 2)))) + ((sqrt ((x + 1) / 2)) ^2) is V11() real ext-real M2( REAL )
log (number_e,((((x - 1) / 2) + ((2 * (sqrt ((x - 1) / 2))) * (sqrt ((x + 1) / 2)))) + ((sqrt ((x + 1) / 2)) ^2))) is V11() real ext-real M2( REAL )
(((x - 1) / 2) + ((2 * (sqrt ((x - 1) / 2))) * (sqrt ((x + 1) / 2)))) + ((x + 1) / 2) is V11() real ext-real M2( REAL )
log (number_e,((((x - 1) / 2) + ((2 * (sqrt ((x - 1) / 2))) * (sqrt ((x + 1) / 2)))) + ((x + 1) / 2))) is V11() real ext-real M2( REAL )
(sqrt ((x - 1) / 2)) * (sqrt ((x + 1) / 2)) is V11() real ext-real M2( REAL )
2 * ((sqrt ((x - 1) / 2)) * (sqrt ((x + 1) / 2))) is V11() real ext-real M2( REAL )
x + (2 * ((sqrt ((x - 1) / 2)) * (sqrt ((x + 1) / 2)))) is V11() real ext-real M2( REAL )
log (number_e,(x + (2 * ((sqrt ((x - 1) / 2)) * (sqrt ((x + 1) / 2)))))) is V11() real ext-real M2( REAL )
((x - 1) / 2) * ((x + 1) / 2) is V11() real ext-real M2( REAL )
sqrt (((x - 1) / 2) * ((x + 1) / 2)) is V11() real ext-real M2( REAL )
2 * (sqrt (((x - 1) / 2) * ((x + 1) / 2))) is V11() real ext-real M2( REAL )
x + (2 * (sqrt (((x - 1) / 2) * ((x + 1) / 2)))) is V11() real ext-real M2( REAL )
log (number_e,(x + (2 * (sqrt (((x - 1) / 2) * ((x + 1) / 2)))))) is V11() real ext-real M2( REAL )
2 ^2 is V11() real ext-real M2( REAL )
2 * 2 is V11() real ext-real non negative set
sqrt (2 ^2) is V11() real ext-real M2( REAL )
sqrt (((x ^2) - 1) / 4) is V11() real ext-real M2( REAL )
(sqrt (2 ^2)) * (sqrt (((x ^2) - 1) / 4)) is V11() real ext-real M2( REAL )
x + ((sqrt (2 ^2)) * (sqrt (((x ^2) - 1) / 4))) is V11() real ext-real M2( REAL )
log (number_e,(x + ((sqrt (2 ^2)) * (sqrt (((x ^2) - 1) / 4))))) is V11() real ext-real M2( REAL )
4 * (((x ^2) - 1) / 4) is V11() real ext-real M2( REAL )
sqrt (4 * (((x ^2) - 1) / 4)) is V11() real ext-real M2( REAL )
x + (sqrt (4 * (((x ^2) - 1) / 4))) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt (4 * (((x ^2) - 1) / 4))))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x) is V11() real ext-real set
1 + x is V11() real ext-real M2( REAL )
1 - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
1 + (- x) is V11() real ext-real set
(1 + x) / (1 - x) is V11() real ext-real M2( REAL )
(1 - x) " is V11() real ext-real set
(1 + x) * ((1 - x) ") is V11() real ext-real set
log (number_e,((1 + x) / (1 - x))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + x) / (1 - x)))) is V11() real ext-real M2( REAL )
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
sqrt (1 - (x ^2)) is V11() real ext-real M2( REAL )
x / (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
(sqrt (1 - (x ^2))) " is V11() real ext-real set
x * ((sqrt (1 - (x ^2))) ") is V11() real ext-real set
((x / (sqrt (1 - (x ^2))))) is V11() real ext-real set
(x / (sqrt (1 - (x ^2)))) ^2 is V11() real ext-real set
(x / (sqrt (1 - (x ^2)))) * (x / (sqrt (1 - (x ^2)))) is V11() real ext-real set
((x / (sqrt (1 - (x ^2)))) ^2) + 1 is V11() real ext-real M2( REAL )
sqrt (((x / (sqrt (1 - (x ^2)))) ^2) + 1) is V11() real ext-real M2( REAL )
(x / (sqrt (1 - (x ^2)))) + (sqrt (((x / (sqrt (1 - (x ^2)))) ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,((x / (sqrt (1 - (x ^2)))) + (sqrt (((x / (sqrt (1 - (x ^2)))) ^2) + 1)))) is V11() real ext-real M2( REAL )
x + 1 is V11() real ext-real M2( REAL )
sqrt (x + 1) is V11() real ext-real M2( REAL )
(x + 1) / (1 - x) is V11() real ext-real M2( REAL )
(x + 1) * ((1 - x) ") is V11() real ext-real set
sqrt ((x + 1) / (1 - x)) is V11() real ext-real M2( REAL )
((x + 1) / (1 - x)) to_power (1 / 2) is V11() real ext-real set
(sqrt (1 - (x ^2))) ^2 is V11() real ext-real M2( REAL )
(sqrt (1 - (x ^2))) * (sqrt (1 - (x ^2))) is V11() real ext-real set
(x ^2) / ((sqrt (1 - (x ^2))) ^2) is V11() real ext-real M2( REAL )
((sqrt (1 - (x ^2))) ^2) " is V11() real ext-real set
(x ^2) * (((sqrt (1 - (x ^2))) ^2) ") is V11() real ext-real set
((x ^2) / ((sqrt (1 - (x ^2))) ^2)) + 1 is V11() real ext-real M2( REAL )
sqrt (((x ^2) / ((sqrt (1 - (x ^2))) ^2)) + 1) is V11() real ext-real M2( REAL )
(x / (sqrt (1 - (x ^2)))) + (sqrt (((x ^2) / ((sqrt (1 - (x ^2))) ^2)) + 1)) is V11() real ext-real M2( REAL )
log (number_e,((x / (sqrt (1 - (x ^2)))) + (sqrt (((x ^2) / ((sqrt (1 - (x ^2))) ^2)) + 1)))) is V11() real ext-real M2( REAL )
(x ^2) / (1 - (x ^2)) is V11() real ext-real M2( REAL )
(1 - (x ^2)) " is V11() real ext-real set
(x ^2) * ((1 - (x ^2)) ") is V11() real ext-real set
((x ^2) / (1 - (x ^2))) + 1 is V11() real ext-real M2( REAL )
sqrt (((x ^2) / (1 - (x ^2))) + 1) is V11() real ext-real M2( REAL )
(x / (sqrt (1 - (x ^2)))) + (sqrt (((x ^2) / (1 - (x ^2))) + 1)) is V11() real ext-real M2( REAL )
log (number_e,((x / (sqrt (1 - (x ^2)))) + (sqrt (((x ^2) / (1 - (x ^2))) + 1)))) is V11() real ext-real M2( REAL )
(1 - (x ^2)) * 1 is V11() real ext-real M2( REAL )
(x ^2) + ((1 - (x ^2)) * 1) is V11() real ext-real M2( REAL )
((x ^2) + ((1 - (x ^2)) * 1)) / (1 - (x ^2)) is V11() real ext-real M2( REAL )
((x ^2) + ((1 - (x ^2)) * 1)) * ((1 - (x ^2)) ") is V11() real ext-real set
sqrt (((x ^2) + ((1 - (x ^2)) * 1)) / (1 - (x ^2))) is V11() real ext-real M2( REAL )
(x / (sqrt (1 - (x ^2)))) + (sqrt (((x ^2) + ((1 - (x ^2)) * 1)) / (1 - (x ^2)))) is V11() real ext-real M2( REAL )
log (number_e,((x / (sqrt (1 - (x ^2)))) + (sqrt (((x ^2) + ((1 - (x ^2)) * 1)) / (1 - (x ^2)))))) is V11() real ext-real M2( REAL )
(sqrt 1) / (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
(sqrt 1) * ((sqrt (1 - (x ^2))) ") is V11() real ext-real set
(x / (sqrt (1 - (x ^2)))) + ((sqrt 1) / (sqrt (1 - (x ^2)))) is V11() real ext-real M2( REAL )
log (number_e,((x / (sqrt (1 - (x ^2)))) + ((sqrt 1) / (sqrt (1 - (x ^2)))))) is V11() real ext-real M2( REAL )
(1 - x) * (1 + x) is V11() real ext-real M2( REAL )
sqrt ((1 - x) * (1 + x)) is V11() real ext-real M2( REAL )
(x + 1) / (sqrt ((1 - x) * (1 + x))) is V11() real ext-real M2( REAL )
(sqrt ((1 - x) * (1 + x))) " is V11() real ext-real set
(x + 1) * ((sqrt ((1 - x) * (1 + x))) ") is V11() real ext-real set
log (number_e,((x + 1) / (sqrt ((1 - x) * (1 + x))))) is V11() real ext-real M2( REAL )
(x + 1) ^2 is V11() real ext-real M2( REAL )
(x + 1) * (x + 1) is V11() real ext-real set
sqrt ((x + 1) ^2) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) ^2)) / (sqrt ((1 - x) * (1 + x))) is V11() real ext-real M2( REAL )
(sqrt ((x + 1) ^2)) * ((sqrt ((1 - x) * (1 + x))) ") is V11() real ext-real set
log (number_e,((sqrt ((x + 1) ^2)) / (sqrt ((1 - x) * (1 + x))))) is V11() real ext-real M2( REAL )
(sqrt (x + 1)) * (sqrt (x + 1)) is V11() real ext-real M2( REAL )
((sqrt (x + 1)) * (sqrt (x + 1))) / (sqrt ((1 - x) * (1 + x))) is V11() real ext-real M2( REAL )
((sqrt (x + 1)) * (sqrt (x + 1))) * ((sqrt ((1 - x) * (1 + x))) ") is V11() real ext-real set
log (number_e,(((sqrt (x + 1)) * (sqrt (x + 1))) / (sqrt ((1 - x) * (1 + x))))) is V11() real ext-real M2( REAL )
sqrt (1 - x) is V11() real ext-real M2( REAL )
sqrt (1 + x) is V11() real ext-real M2( REAL )
(sqrt (1 - x)) * (sqrt (1 + x)) is V11() real ext-real M2( REAL )
((sqrt (x + 1)) * (sqrt (x + 1))) / ((sqrt (1 - x)) * (sqrt (1 + x))) is V11() real ext-real M2( REAL )
((sqrt (1 - x)) * (sqrt (1 + x))) " is V11() real ext-real set
((sqrt (x + 1)) * (sqrt (x + 1))) * (((sqrt (1 - x)) * (sqrt (1 + x))) ") is V11() real ext-real set
log (number_e,(((sqrt (x + 1)) * (sqrt (x + 1))) / ((sqrt (1 - x)) * (sqrt (1 + x))))) is V11() real ext-real M2( REAL )
(sqrt (x + 1)) / (sqrt (1 - x)) is V11() real ext-real M2( REAL )
(sqrt (1 - x)) " is V11() real ext-real set
(sqrt (x + 1)) * ((sqrt (1 - x)) ") is V11() real ext-real set
log (number_e,((sqrt (x + 1)) / (sqrt (1 - x)))) is V11() real ext-real M2( REAL )
log (number_e,(sqrt ((x + 1) / (1 - x)))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
1 + x is V11() real ext-real M2( REAL )
1 - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
1 + (- x) is V11() real ext-real set
(1 + x) / (1 - x) is V11() real ext-real M2( REAL )
(1 - x) " is V11() real ext-real set
(1 + x) * ((1 - x) ") is V11() real ext-real set
log (number_e,((1 + x) / (1 - x))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + x) / (1 - x)))) is V11() real ext-real M2( REAL )
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
sqrt (1 - (x ^2)) is V11() real ext-real M2( REAL )
1 / (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
(sqrt (1 - (x ^2))) " is V11() real ext-real set
1 * ((sqrt (1 - (x ^2))) ") is V11() real ext-real set
((1 / (sqrt (1 - (x ^2))))) is V11() real ext-real set
(1 / (sqrt (1 - (x ^2)))) ^2 is V11() real ext-real set
(1 / (sqrt (1 - (x ^2)))) * (1 / (sqrt (1 - (x ^2)))) is V11() real ext-real set
((1 / (sqrt (1 - (x ^2)))) ^2) - 1 is V11() real ext-real M2( REAL )
((1 / (sqrt (1 - (x ^2)))) ^2) + (- 1) is V11() real ext-real set
sqrt (((1 / (sqrt (1 - (x ^2)))) ^2) - 1) is V11() real ext-real M2( REAL )
(1 / (sqrt (1 - (x ^2)))) + (sqrt (((1 / (sqrt (1 - (x ^2)))) ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((1 / (sqrt (1 - (x ^2)))) + (sqrt (((1 / (sqrt (1 - (x ^2)))) ^2) - 1)))) is V11() real ext-real M2( REAL )
sqrt (1 + x) is V11() real ext-real M2( REAL )
sqrt ((1 + x) / (1 - x)) is V11() real ext-real M2( REAL )
((1 + x) / (1 - x)) to_power (1 / 2) is V11() real ext-real set
(sqrt (1 - (x ^2))) ^2 is V11() real ext-real M2( REAL )
(sqrt (1 - (x ^2))) * (sqrt (1 - (x ^2))) is V11() real ext-real set
1 / ((sqrt (1 - (x ^2))) ^2) is V11() real ext-real M2( REAL )
((sqrt (1 - (x ^2))) ^2) " is V11() real ext-real set
1 * (((sqrt (1 - (x ^2))) ^2) ") is V11() real ext-real set
1 ^2 is V11() real ext-real M2( REAL )
1 * 1 is V11() real ext-real non negative set
(1 / ((sqrt (1 - (x ^2))) ^2)) - (1 ^2) is V11() real ext-real M2( REAL )
- (1 ^2) is V11() real ext-real set
(1 / ((sqrt (1 - (x ^2))) ^2)) + (- (1 ^2)) is V11() real ext-real set
sqrt ((1 / ((sqrt (1 - (x ^2))) ^2)) - (1 ^2)) is V11() real ext-real M2( REAL )
(1 / (sqrt (1 - (x ^2)))) + (sqrt ((1 / ((sqrt (1 - (x ^2))) ^2)) - (1 ^2))) is V11() real ext-real M2( REAL )
log (number_e,((1 / (sqrt (1 - (x ^2)))) + (sqrt ((1 / ((sqrt (1 - (x ^2))) ^2)) - (1 ^2))))) is V11() real ext-real M2( REAL )
1 / (1 - (x ^2)) is V11() real ext-real M2( REAL )
(1 - (x ^2)) " is V11() real ext-real set
1 * ((1 - (x ^2)) ") is V11() real ext-real set
(1 / (1 - (x ^2))) - 1 is V11() real ext-real M2( REAL )
(1 / (1 - (x ^2))) + (- 1) is V11() real ext-real set
sqrt ((1 / (1 - (x ^2))) - 1) is V11() real ext-real M2( REAL )
(1 / (sqrt (1 - (x ^2)))) + (sqrt ((1 / (1 - (x ^2))) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((1 / (sqrt (1 - (x ^2)))) + (sqrt ((1 / (1 - (x ^2))) - 1)))) is V11() real ext-real M2( REAL )
1 * (1 - (x ^2)) is V11() real ext-real M2( REAL )
1 - (1 * (1 - (x ^2))) is V11() real ext-real M2( REAL )
- (1 * (1 - (x ^2))) is V11() real ext-real set
1 + (- (1 * (1 - (x ^2)))) is V11() real ext-real set
(1 - (1 * (1 - (x ^2)))) / (1 - (x ^2)) is V11() real ext-real M2( REAL )
(1 - (1 * (1 - (x ^2)))) * ((1 - (x ^2)) ") is V11() real ext-real set
sqrt ((1 - (1 * (1 - (x ^2)))) / (1 - (x ^2))) is V11() real ext-real M2( REAL )
(1 / (sqrt (1 - (x ^2)))) + (sqrt ((1 - (1 * (1 - (x ^2)))) / (1 - (x ^2)))) is V11() real ext-real M2( REAL )
log (number_e,((1 / (sqrt (1 - (x ^2)))) + (sqrt ((1 - (1 * (1 - (x ^2)))) / (1 - (x ^2)))))) is V11() real ext-real M2( REAL )
sqrt (x ^2) is V11() real ext-real set
(sqrt (x ^2)) / (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
(sqrt (x ^2)) * ((sqrt (1 - (x ^2))) ") is V11() real ext-real set
(1 / (sqrt (1 - (x ^2)))) + ((sqrt (x ^2)) / (sqrt (1 - (x ^2)))) is V11() real ext-real M2( REAL )
log (number_e,((1 / (sqrt (1 - (x ^2)))) + ((sqrt (x ^2)) / (sqrt (1 - (x ^2)))))) is V11() real ext-real M2( REAL )
x / (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
x * ((sqrt (1 - (x ^2))) ") is V11() real ext-real set
(1 / (sqrt (1 - (x ^2)))) + (x / (sqrt (1 - (x ^2)))) is V11() real ext-real M2( REAL )
log (number_e,((1 / (sqrt (1 - (x ^2)))) + (x / (sqrt (1 - (x ^2)))))) is V11() real ext-real M2( REAL )
(1 - x) * (1 + x) is V11() real ext-real M2( REAL )
sqrt ((1 - x) * (1 + x)) is V11() real ext-real M2( REAL )
(1 + x) / (sqrt ((1 - x) * (1 + x))) is V11() real ext-real M2( REAL )
(sqrt ((1 - x) * (1 + x))) " is V11() real ext-real set
(1 + x) * ((sqrt ((1 - x) * (1 + x))) ") is V11() real ext-real set
log (number_e,((1 + x) / (sqrt ((1 - x) * (1 + x))))) is V11() real ext-real M2( REAL )
sqrt (1 - x) is V11() real ext-real M2( REAL )
(sqrt (1 - x)) * (sqrt (1 + x)) is V11() real ext-real M2( REAL )
(1 + x) / ((sqrt (1 - x)) * (sqrt (1 + x))) is V11() real ext-real M2( REAL )
((sqrt (1 - x)) * (sqrt (1 + x))) " is V11() real ext-real set
(1 + x) * (((sqrt (1 - x)) * (sqrt (1 + x))) ") is V11() real ext-real set
log (number_e,((1 + x) / ((sqrt (1 - x)) * (sqrt (1 + x))))) is V11() real ext-real M2( REAL )
(1 + x) ^2 is V11() real ext-real M2( REAL )
(1 + x) * (1 + x) is V11() real ext-real set
sqrt ((1 + x) ^2) is V11() real ext-real M2( REAL )
(sqrt ((1 + x) ^2)) / ((sqrt (1 - x)) * (sqrt (1 + x))) is V11() real ext-real M2( REAL )
(sqrt ((1 + x) ^2)) * (((sqrt (1 - x)) * (sqrt (1 + x))) ") is V11() real ext-real set
log (number_e,((sqrt ((1 + x) ^2)) / ((sqrt (1 - x)) * (sqrt (1 + x))))) is V11() real ext-real M2( REAL )
(sqrt (1 + x)) * (sqrt (1 + x)) is V11() real ext-real M2( REAL )
((sqrt (1 + x)) * (sqrt (1 + x))) / ((sqrt (1 - x)) * (sqrt (1 + x))) is V11() real ext-real M2( REAL )
((sqrt (1 + x)) * (sqrt (1 + x))) * (((sqrt (1 - x)) * (sqrt (1 + x))) ") is V11() real ext-real set
log (number_e,(((sqrt (1 + x)) * (sqrt (1 + x))) / ((sqrt (1 - x)) * (sqrt (1 + x))))) is V11() real ext-real M2( REAL )
(sqrt (1 + x)) / (sqrt (1 - x)) is V11() real ext-real M2( REAL )
(sqrt (1 - x)) " is V11() real ext-real set
(sqrt (1 + x)) * ((sqrt (1 - x)) ") is V11() real ext-real set
log (number_e,((sqrt (1 + x)) / (sqrt (1 - x)))) is V11() real ext-real M2( REAL )
log (number_e,(sqrt ((1 + x) / (1 - x)))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x) is V11() real ext-real set
1 + x is V11() real ext-real M2( REAL )
1 - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
1 + (- x) is V11() real ext-real set
(1 + x) / (1 - x) is V11() real ext-real M2( REAL )
(1 - x) " is V11() real ext-real set
(1 + x) * ((1 - x) ") is V11() real ext-real set
log (number_e,((1 + x) / (1 - x))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + x) / (1 - x)))) is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
(2 * x) / (1 - (x ^2)) is V11() real ext-real M2( REAL )
(1 - (x ^2)) " is V11() real ext-real set
(2 * x) * ((1 - (x ^2)) ") is V11() real ext-real set
(((2 * x) / (1 - (x ^2)))) is V11() real ext-real set
((2 * x) / (1 - (x ^2))) ^2 is V11() real ext-real set
((2 * x) / (1 - (x ^2))) * ((2 * x) / (1 - (x ^2))) is V11() real ext-real set
(((2 * x) / (1 - (x ^2))) ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((((2 * x) / (1 - (x ^2))) ^2) + 1) is V11() real ext-real M2( REAL )
((2 * x) / (1 - (x ^2))) + (sqrt ((((2 * x) / (1 - (x ^2))) ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,(((2 * x) / (1 - (x ^2))) + (sqrt ((((2 * x) / (1 - (x ^2))) ^2) + 1)))) is V11() real ext-real M2( REAL )
(1 / 2) * (((2 * x) / (1 - (x ^2)))) is V11() real ext-real M2( REAL )
(1 - (x ^2)) ^2 is V11() real ext-real M2( REAL )
(1 - (x ^2)) * (1 - (x ^2)) is V11() real ext-real set
x + 1 is V11() real ext-real M2( REAL )
(2 * x) ^2 is V11() real ext-real M2( REAL )
(2 * x) * (2 * x) is V11() real ext-real set
((2 * x) ^2) / ((1 - (x ^2)) ^2) is V11() real ext-real M2( REAL )
((1 - (x ^2)) ^2) " is V11() real ext-real set
((2 * x) ^2) * (((1 - (x ^2)) ^2) ") is V11() real ext-real set
(((2 * x) ^2) / ((1 - (x ^2)) ^2)) + 1 is V11() real ext-real M2( REAL )
sqrt ((((2 * x) ^2) / ((1 - (x ^2)) ^2)) + 1) is V11() real ext-real M2( REAL )
((2 * x) / (1 - (x ^2))) + (sqrt ((((2 * x) ^2) / ((1 - (x ^2)) ^2)) + 1)) is V11() real ext-real M2( REAL )
log (number_e,(((2 * x) / (1 - (x ^2))) + (sqrt ((((2 * x) ^2) / ((1 - (x ^2)) ^2)) + 1)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((2 * x) / (1 - (x ^2))) + (sqrt ((((2 * x) ^2) / ((1 - (x ^2)) ^2)) + 1))))) is V11() real ext-real M2( REAL )
4 * (x ^2) is V11() real ext-real M2( REAL )
((1 - (x ^2)) ^2) * 1 is V11() real ext-real M2( REAL )
(4 * (x ^2)) + (((1 - (x ^2)) ^2) * 1) is V11() real ext-real M2( REAL )
((4 * (x ^2)) + (((1 - (x ^2)) ^2) * 1)) / ((1 - (x ^2)) ^2) is V11() real ext-real M2( REAL )
((4 * (x ^2)) + (((1 - (x ^2)) ^2) * 1)) * (((1 - (x ^2)) ^2) ") is V11() real ext-real set
sqrt (((4 * (x ^2)) + (((1 - (x ^2)) ^2) * 1)) / ((1 - (x ^2)) ^2)) is V11() real ext-real M2( REAL )
((2 * x) / (1 - (x ^2))) + (sqrt (((4 * (x ^2)) + (((1 - (x ^2)) ^2) * 1)) / ((1 - (x ^2)) ^2))) is V11() real ext-real M2( REAL )
log (number_e,(((2 * x) / (1 - (x ^2))) + (sqrt (((4 * (x ^2)) + (((1 - (x ^2)) ^2) * 1)) / ((1 - (x ^2)) ^2))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((2 * x) / (1 - (x ^2))) + (sqrt (((4 * (x ^2)) + (((1 - (x ^2)) ^2) * 1)) / ((1 - (x ^2)) ^2)))))) is V11() real ext-real M2( REAL )
(x ^2) + 1 is V11() real ext-real M2( REAL )
((x ^2) + 1) ^2 is V11() real ext-real M2( REAL )
((x ^2) + 1) * ((x ^2) + 1) is V11() real ext-real set
(((x ^2) + 1) ^2) / ((1 - (x ^2)) ^2) is V11() real ext-real M2( REAL )
(((x ^2) + 1) ^2) * (((1 - (x ^2)) ^2) ") is V11() real ext-real set
sqrt ((((x ^2) + 1) ^2) / ((1 - (x ^2)) ^2)) is V11() real ext-real M2( REAL )
((2 * x) / (1 - (x ^2))) + (sqrt ((((x ^2) + 1) ^2) / ((1 - (x ^2)) ^2))) is V11() real ext-real M2( REAL )
log (number_e,(((2 * x) / (1 - (x ^2))) + (sqrt ((((x ^2) + 1) ^2) / ((1 - (x ^2)) ^2))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((2 * x) / (1 - (x ^2))) + (sqrt ((((x ^2) + 1) ^2) / ((1 - (x ^2)) ^2)))))) is V11() real ext-real M2( REAL )
((x ^2) + 1) / (1 - (x ^2)) is V11() real ext-real M2( REAL )
((x ^2) + 1) * ((1 - (x ^2)) ") is V11() real ext-real set
(((x ^2) + 1) / (1 - (x ^2))) ^2 is V11() real ext-real M2( REAL )
(((x ^2) + 1) / (1 - (x ^2))) * (((x ^2) + 1) / (1 - (x ^2))) is V11() real ext-real set
sqrt ((((x ^2) + 1) / (1 - (x ^2))) ^2) is V11() real ext-real M2( REAL )
((2 * x) / (1 - (x ^2))) + (sqrt ((((x ^2) + 1) / (1 - (x ^2))) ^2)) is V11() real ext-real M2( REAL )
log (number_e,(((2 * x) / (1 - (x ^2))) + (sqrt ((((x ^2) + 1) / (1 - (x ^2))) ^2)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((2 * x) / (1 - (x ^2))) + (sqrt ((((x ^2) + 1) / (1 - (x ^2))) ^2))))) is V11() real ext-real M2( REAL )
((2 * x) / (1 - (x ^2))) + (((x ^2) + 1) / (1 - (x ^2))) is V11() real ext-real M2( REAL )
log (number_e,(((2 * x) / (1 - (x ^2))) + (((x ^2) + 1) / (1 - (x ^2))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((2 * x) / (1 - (x ^2))) + (((x ^2) + 1) / (1 - (x ^2)))))) is V11() real ext-real M2( REAL )
(2 * x) + ((x ^2) + 1) is V11() real ext-real M2( REAL )
((2 * x) + ((x ^2) + 1)) / (1 - (x ^2)) is V11() real ext-real M2( REAL )
((2 * x) + ((x ^2) + 1)) * ((1 - (x ^2)) ") is V11() real ext-real set
log (number_e,(((2 * x) + ((x ^2) + 1)) / (1 - (x ^2)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((2 * x) + ((x ^2) + 1)) / (1 - (x ^2))))) is V11() real ext-real M2( REAL )
(x + 1) * (x + 1) is V11() real ext-real M2( REAL )
(1 - x) * (1 + x) is V11() real ext-real M2( REAL )
((x + 1) * (x + 1)) / ((1 - x) * (1 + x)) is V11() real ext-real M2( REAL )
((1 - x) * (1 + x)) " is V11() real ext-real set
((x + 1) * (x + 1)) * (((1 - x) * (1 + x)) ") is V11() real ext-real set
log (number_e,(((x + 1) * (x + 1)) / ((1 - x) * (1 + x)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((x + 1) * (x + 1)) / ((1 - x) * (1 + x))))) is V11() real ext-real M2( REAL )
(x + 1) / (1 - x) is V11() real ext-real M2( REAL )
(x + 1) * ((1 - x) ") is V11() real ext-real set
log (number_e,((x + 1) / (1 - x))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((x + 1) / (1 - x)))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
1 + x is V11() real ext-real M2( REAL )
1 - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
1 + (- x) is V11() real ext-real set
(1 + x) / (1 - x) is V11() real ext-real M2( REAL )
(1 - x) " is V11() real ext-real set
(1 + x) * ((1 - x) ") is V11() real ext-real set
log (number_e,((1 + x) / (1 - x))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + x) / (1 - x)))) is V11() real ext-real M2( REAL )
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 + (x ^2) is V11() real ext-real M2( REAL )
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
(1 + (x ^2)) / (1 - (x ^2)) is V11() real ext-real M2( REAL )
(1 - (x ^2)) " is V11() real ext-real set
(1 + (x ^2)) * ((1 - (x ^2)) ") is V11() real ext-real set
(((1 + (x ^2)) / (1 - (x ^2)))) is V11() real ext-real set
((1 + (x ^2)) / (1 - (x ^2))) ^2 is V11() real ext-real set
((1 + (x ^2)) / (1 - (x ^2))) * ((1 + (x ^2)) / (1 - (x ^2))) is V11() real ext-real set
(((1 + (x ^2)) / (1 - (x ^2))) ^2) - 1 is V11() real ext-real M2( REAL )
(((1 + (x ^2)) / (1 - (x ^2))) ^2) + (- 1) is V11() real ext-real set
sqrt ((((1 + (x ^2)) / (1 - (x ^2))) ^2) - 1) is V11() real ext-real M2( REAL )
((1 + (x ^2)) / (1 - (x ^2))) + (sqrt ((((1 + (x ^2)) / (1 - (x ^2))) ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(((1 + (x ^2)) / (1 - (x ^2))) + (sqrt ((((1 + (x ^2)) / (1 - (x ^2))) ^2) - 1)))) is V11() real ext-real M2( REAL )
(1 / 2) * (((1 + (x ^2)) / (1 - (x ^2)))) is V11() real ext-real M2( REAL )
(1 - (x ^2)) ^2 is V11() real ext-real M2( REAL )
(1 - (x ^2)) * (1 - (x ^2)) is V11() real ext-real set
2 * x is V11() real ext-real M2( REAL )
(2 * x) / (1 - (x ^2)) is V11() real ext-real M2( REAL )
(2 * x) * ((1 - (x ^2)) ") is V11() real ext-real set
(1 + (x ^2)) ^2 is V11() real ext-real M2( REAL )
(1 + (x ^2)) * (1 + (x ^2)) is V11() real ext-real set
((1 + (x ^2)) ^2) / ((1 - (x ^2)) ^2) is V11() real ext-real M2( REAL )
((1 - (x ^2)) ^2) " is V11() real ext-real set
((1 + (x ^2)) ^2) * (((1 - (x ^2)) ^2) ") is V11() real ext-real set
(((1 + (x ^2)) ^2) / ((1 - (x ^2)) ^2)) - 1 is V11() real ext-real M2( REAL )
(((1 + (x ^2)) ^2) / ((1 - (x ^2)) ^2)) + (- 1) is V11() real ext-real set
sqrt ((((1 + (x ^2)) ^2) / ((1 - (x ^2)) ^2)) - 1) is V11() real ext-real M2( REAL )
((1 + (x ^2)) / (1 - (x ^2))) + (sqrt ((((1 + (x ^2)) ^2) / ((1 - (x ^2)) ^2)) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(((1 + (x ^2)) / (1 - (x ^2))) + (sqrt ((((1 + (x ^2)) ^2) / ((1 - (x ^2)) ^2)) - 1)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((1 + (x ^2)) / (1 - (x ^2))) + (sqrt ((((1 + (x ^2)) ^2) / ((1 - (x ^2)) ^2)) - 1))))) is V11() real ext-real M2( REAL )
1 * ((1 - (x ^2)) ^2) is V11() real ext-real M2( REAL )
((1 + (x ^2)) ^2) - (1 * ((1 - (x ^2)) ^2)) is V11() real ext-real M2( REAL )
- (1 * ((1 - (x ^2)) ^2)) is V11() real ext-real set
((1 + (x ^2)) ^2) + (- (1 * ((1 - (x ^2)) ^2))) is V11() real ext-real set
(((1 + (x ^2)) ^2) - (1 * ((1 - (x ^2)) ^2))) / ((1 - (x ^2)) ^2) is V11() real ext-real M2( REAL )
(((1 + (x ^2)) ^2) - (1 * ((1 - (x ^2)) ^2))) * (((1 - (x ^2)) ^2) ") is V11() real ext-real set
sqrt ((((1 + (x ^2)) ^2) - (1 * ((1 - (x ^2)) ^2))) / ((1 - (x ^2)) ^2)) is V11() real ext-real M2( REAL )
((1 + (x ^2)) / (1 - (x ^2))) + (sqrt ((((1 + (x ^2)) ^2) - (1 * ((1 - (x ^2)) ^2))) / ((1 - (x ^2)) ^2))) is V11() real ext-real M2( REAL )
log (number_e,(((1 + (x ^2)) / (1 - (x ^2))) + (sqrt ((((1 + (x ^2)) ^2) - (1 * ((1 - (x ^2)) ^2))) / ((1 - (x ^2)) ^2))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((1 + (x ^2)) / (1 - (x ^2))) + (sqrt ((((1 + (x ^2)) ^2) - (1 * ((1 - (x ^2)) ^2))) / ((1 - (x ^2)) ^2)))))) is V11() real ext-real M2( REAL )
(2 * x) ^2 is V11() real ext-real M2( REAL )
(2 * x) * (2 * x) is V11() real ext-real set
((2 * x) ^2) / ((1 - (x ^2)) ^2) is V11() real ext-real M2( REAL )
((2 * x) ^2) * (((1 - (x ^2)) ^2) ") is V11() real ext-real set
sqrt (((2 * x) ^2) / ((1 - (x ^2)) ^2)) is V11() real ext-real M2( REAL )
((1 + (x ^2)) / (1 - (x ^2))) + (sqrt (((2 * x) ^2) / ((1 - (x ^2)) ^2))) is V11() real ext-real M2( REAL )
log (number_e,(((1 + (x ^2)) / (1 - (x ^2))) + (sqrt (((2 * x) ^2) / ((1 - (x ^2)) ^2))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((1 + (x ^2)) / (1 - (x ^2))) + (sqrt (((2 * x) ^2) / ((1 - (x ^2)) ^2)))))) is V11() real ext-real M2( REAL )
((2 * x) / (1 - (x ^2))) ^2 is V11() real ext-real M2( REAL )
((2 * x) / (1 - (x ^2))) * ((2 * x) / (1 - (x ^2))) is V11() real ext-real set
sqrt (((2 * x) / (1 - (x ^2))) ^2) is V11() real ext-real M2( REAL )
((1 + (x ^2)) / (1 - (x ^2))) + (sqrt (((2 * x) / (1 - (x ^2))) ^2)) is V11() real ext-real M2( REAL )
log (number_e,(((1 + (x ^2)) / (1 - (x ^2))) + (sqrt (((2 * x) / (1 - (x ^2))) ^2)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((1 + (x ^2)) / (1 - (x ^2))) + (sqrt (((2 * x) / (1 - (x ^2))) ^2))))) is V11() real ext-real M2( REAL )
((1 + (x ^2)) / (1 - (x ^2))) + ((2 * x) / (1 - (x ^2))) is V11() real ext-real M2( REAL )
log (number_e,(((1 + (x ^2)) / (1 - (x ^2))) + ((2 * x) / (1 - (x ^2))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((1 + (x ^2)) / (1 - (x ^2))) + ((2 * x) / (1 - (x ^2)))))) is V11() real ext-real M2( REAL )
(1 + (x ^2)) + (2 * x) is V11() real ext-real M2( REAL )
((1 + (x ^2)) + (2 * x)) / (1 - (x ^2)) is V11() real ext-real M2( REAL )
((1 + (x ^2)) + (2 * x)) * ((1 - (x ^2)) ") is V11() real ext-real set
log (number_e,(((1 + (x ^2)) + (2 * x)) / (1 - (x ^2)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((1 + (x ^2)) + (2 * x)) / (1 - (x ^2))))) is V11() real ext-real M2( REAL )
x + 1 is V11() real ext-real M2( REAL )
(x + 1) * (x + 1) is V11() real ext-real M2( REAL )
(1 - x) * (1 + x) is V11() real ext-real M2( REAL )
((x + 1) * (x + 1)) / ((1 - x) * (1 + x)) is V11() real ext-real M2( REAL )
((1 - x) * (1 + x)) " is V11() real ext-real set
((x + 1) * (x + 1)) * (((1 - x) * (1 + x)) ") is V11() real ext-real set
log (number_e,(((x + 1) * (x + 1)) / ((1 - x) * (1 + x)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((x + 1) * (x + 1)) / ((1 - x) * (1 + x))))) is V11() real ext-real M2( REAL )
(x + 1) / (1 - x) is V11() real ext-real M2( REAL )
(x + 1) * ((1 - x) ") is V11() real ext-real set
log (number_e,((x + 1) / (1 - x))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((x + 1) / (1 - x)))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x) is V11() real ext-real set
1 + x is V11() real ext-real M2( REAL )
1 - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
1 + (- x) is V11() real ext-real set
(1 + x) / (1 - x) is V11() real ext-real M2( REAL )
(1 - x) " is V11() real ext-real set
(1 + x) * ((1 - x) ") is V11() real ext-real set
log (number_e,((1 + x) / (1 - x))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + x) / (1 - x)))) is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
1 + (x ^2) is V11() real ext-real M2( REAL )
(2 * x) / (1 + (x ^2)) is V11() real ext-real M2( REAL )
(1 + (x ^2)) " is V11() real ext-real set
(2 * x) * ((1 + (x ^2)) ") is V11() real ext-real set
(((2 * x) / (1 + (x ^2)))) is V11() real ext-real set
1 + ((2 * x) / (1 + (x ^2))) is V11() real ext-real M2( REAL )
1 - ((2 * x) / (1 + (x ^2))) is V11() real ext-real M2( REAL )
- ((2 * x) / (1 + (x ^2))) is V11() real ext-real set
1 + (- ((2 * x) / (1 + (x ^2)))) is V11() real ext-real set
(1 + ((2 * x) / (1 + (x ^2)))) / (1 - ((2 * x) / (1 + (x ^2)))) is V11() real ext-real M2( REAL )
(1 - ((2 * x) / (1 + (x ^2)))) " is V11() real ext-real set
(1 + ((2 * x) / (1 + (x ^2)))) * ((1 - ((2 * x) / (1 + (x ^2)))) ") is V11() real ext-real set
log (number_e,((1 + ((2 * x) / (1 + (x ^2)))) / (1 - ((2 * x) / (1 + (x ^2)))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + ((2 * x) / (1 + (x ^2)))) / (1 - ((2 * x) / (1 + (x ^2))))))) is V11() real ext-real M2( REAL )
(1 / 2) * (((2 * x) / (1 + (x ^2)))) is V11() real ext-real M2( REAL )
x + 1 is V11() real ext-real M2( REAL )
(x + 1) / (1 - x) is V11() real ext-real M2( REAL )
(x + 1) * ((1 - x) ") is V11() real ext-real set
(1 + (x ^2)) * 1 is V11() real ext-real M2( REAL )
(2 * x) + ((1 + (x ^2)) * 1) is V11() real ext-real M2( REAL )
((2 * x) + ((1 + (x ^2)) * 1)) / (1 + (x ^2)) is V11() real ext-real M2( REAL )
((2 * x) + ((1 + (x ^2)) * 1)) * ((1 + (x ^2)) ") is V11() real ext-real set
(((2 * x) + ((1 + (x ^2)) * 1)) / (1 + (x ^2))) / (1 - ((2 * x) / (1 + (x ^2)))) is V11() real ext-real M2( REAL )
(((2 * x) + ((1 + (x ^2)) * 1)) / (1 + (x ^2))) * ((1 - ((2 * x) / (1 + (x ^2)))) ") is V11() real ext-real set
log (number_e,((((2 * x) + ((1 + (x ^2)) * 1)) / (1 + (x ^2))) / (1 - ((2 * x) / (1 + (x ^2)))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((((2 * x) + ((1 + (x ^2)) * 1)) / (1 + (x ^2))) / (1 - ((2 * x) / (1 + (x ^2))))))) is V11() real ext-real M2( REAL )
(1 / 2) * ((1 / 2) * (log (number_e,((((2 * x) + ((1 + (x ^2)) * 1)) / (1 + (x ^2))) / (1 - ((2 * x) / (1 + (x ^2)))))))) is V11() real ext-real M2( REAL )
(2 * x) + 1 is V11() real ext-real M2( REAL )
((2 * x) + 1) + (x ^2) is V11() real ext-real M2( REAL )
(((2 * x) + 1) + (x ^2)) / (1 + (x ^2)) is V11() real ext-real M2( REAL )
(((2 * x) + 1) + (x ^2)) * ((1 + (x ^2)) ") is V11() real ext-real set
1 * (1 + (x ^2)) is V11() real ext-real M2( REAL )
(1 * (1 + (x ^2))) - (2 * x) is V11() real ext-real M2( REAL )
- (2 * x) is V11() real ext-real set
(1 * (1 + (x ^2))) + (- (2 * x)) is V11() real ext-real set
((1 * (1 + (x ^2))) - (2 * x)) / (1 + (x ^2)) is V11() real ext-real M2( REAL )
((1 * (1 + (x ^2))) - (2 * x)) * ((1 + (x ^2)) ") is V11() real ext-real set
((((2 * x) + 1) + (x ^2)) / (1 + (x ^2))) / (((1 * (1 + (x ^2))) - (2 * x)) / (1 + (x ^2))) is V11() real ext-real M2( REAL )
(((1 * (1 + (x ^2))) - (2 * x)) / (1 + (x ^2))) " is V11() real ext-real set
((((2 * x) + 1) + (x ^2)) / (1 + (x ^2))) * ((((1 * (1 + (x ^2))) - (2 * x)) / (1 + (x ^2))) ") is V11() real ext-real set
log (number_e,(((((2 * x) + 1) + (x ^2)) / (1 + (x ^2))) / (((1 * (1 + (x ^2))) - (2 * x)) / (1 + (x ^2))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((((2 * x) + 1) + (x ^2)) / (1 + (x ^2))) / (((1 * (1 + (x ^2))) - (2 * x)) / (1 + (x ^2)))))) is V11() real ext-real M2( REAL )
(1 / 2) * ((1 / 2) * (log (number_e,(((((2 * x) + 1) + (x ^2)) / (1 + (x ^2))) / (((1 * (1 + (x ^2))) - (2 * x)) / (1 + (x ^2))))))) is V11() real ext-real M2( REAL )
(x + 1) ^2 is V11() real ext-real M2( REAL )
(x + 1) * (x + 1) is V11() real ext-real set
(1 - x) ^2 is V11() real ext-real M2( REAL )
(1 - x) * (1 - x) is V11() real ext-real set
((x + 1) ^2) / ((1 - x) ^2) is V11() real ext-real M2( REAL )
((1 - x) ^2) " is V11() real ext-real set
((x + 1) ^2) * (((1 - x) ^2) ") is V11() real ext-real set
log (number_e,(((x + 1) ^2) / ((1 - x) ^2))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((x + 1) ^2) / ((1 - x) ^2)))) is V11() real ext-real M2( REAL )
(1 / 2) * ((1 / 2) * (log (number_e,(((x + 1) ^2) / ((1 - x) ^2))))) is V11() real ext-real M2( REAL )
((x + 1) / (1 - x)) ^2 is V11() real ext-real M2( REAL )
((x + 1) / (1 - x)) * ((x + 1) / (1 - x)) is V11() real ext-real set
log (number_e,(((x + 1) / (1 - x)) ^2)) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((x + 1) / (1 - x)) ^2))) is V11() real ext-real M2( REAL )
(1 / 2) * ((1 / 2) * (log (number_e,(((x + 1) / (1 - x)) ^2)))) is V11() real ext-real M2( REAL )
((x + 1) / (1 - x)) to_power 2 is V11() real ext-real M2( REAL )
log (number_e,(((x + 1) / (1 - x)) to_power 2)) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((x + 1) / (1 - x)) to_power 2))) is V11() real ext-real M2( REAL )
(1 / 2) * ((1 / 2) * (log (number_e,(((x + 1) / (1 - x)) to_power 2)))) is V11() real ext-real M2( REAL )
log (number_e,((x + 1) / (1 - x))) is V11() real ext-real M2( REAL )
2 * (log (number_e,((x + 1) / (1 - x)))) is V11() real ext-real M2( REAL )
(1 / 2) * (2 * (log (number_e,((x + 1) / (1 - x))))) is V11() real ext-real M2( REAL )
(1 / 2) * ((1 / 2) * (2 * (log (number_e,((x + 1) / (1 - x)))))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x) is V11() real ext-real set
x + 1 is V11() real ext-real M2( REAL )
x - 1 is V11() real ext-real M2( REAL )
x + (- 1) is V11() real ext-real set
(x + 1) / (x - 1) is V11() real ext-real M2( REAL )
(x - 1) " is V11() real ext-real set
(x + 1) * ((x - 1) ") is V11() real ext-real set
log (number_e,((x + 1) / (x - 1))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((x + 1) / (x - 1)))) is V11() real ext-real M2( REAL )
1 / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
1 * (x ") is V11() real ext-real set
((1 / x)) is V11() real ext-real set
1 + (1 / x) is V11() real ext-real M2( REAL )
1 - (1 / x) is V11() real ext-real M2( REAL )
- (1 / x) is V11() real ext-real set
1 + (- (1 / x)) is V11() real ext-real set
(1 + (1 / x)) / (1 - (1 / x)) is V11() real ext-real M2( REAL )
(1 - (1 / x)) " is V11() real ext-real set
(1 + (1 / x)) * ((1 - (1 / x)) ") is V11() real ext-real set
log (number_e,((1 + (1 / x)) / (1 - (1 / x)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + (1 / x)) / (1 - (1 / x))))) is V11() real ext-real M2( REAL )
x * 1 is V11() real ext-real M2( REAL )
1 + (x * 1) is V11() real ext-real M2( REAL )
(1 + (x * 1)) / x is V11() real ext-real M2( REAL )
(1 + (x * 1)) * (x ") is V11() real ext-real set
((1 + (x * 1)) / x) / (1 - (1 / x)) is V11() real ext-real M2( REAL )
((1 + (x * 1)) / x) * ((1 - (1 / x)) ") is V11() real ext-real set
log (number_e,(((1 + (x * 1)) / x) / (1 - (1 / x)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((1 + (x * 1)) / x) / (1 - (1 / x))))) is V11() real ext-real M2( REAL )
1 * x is V11() real ext-real M2( REAL )
(1 * x) - 1 is V11() real ext-real M2( REAL )
(1 * x) + (- 1) is V11() real ext-real set
((1 * x) - 1) / x is V11() real ext-real M2( REAL )
((1 * x) - 1) * (x ") is V11() real ext-real set
((1 + (x * 1)) / x) / (((1 * x) - 1) / x) is V11() real ext-real M2( REAL )
(((1 * x) - 1) / x) " is V11() real ext-real set
((1 + (x * 1)) / x) * ((((1 * x) - 1) / x) ") is V11() real ext-real set
log (number_e,(((1 + (x * 1)) / x) / (((1 * x) - 1) / x))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((1 + (x * 1)) / x) / (((1 * x) - 1) / x)))) is V11() real ext-real M2( REAL )
1 + x is V11() real ext-real M2( REAL )
(1 + x) / (x - 1) is V11() real ext-real M2( REAL )
(1 + x) * ((x - 1) ") is V11() real ext-real set
log (number_e,((1 + x) / (x - 1))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + x) / (x - 1)))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
sqrt (1 - (x ^2)) is V11() real ext-real M2( REAL )
1 + (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
(1 + (sqrt (1 - (x ^2)))) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(1 + (sqrt (1 - (x ^2)))) * (x ") is V11() real ext-real set
log (number_e,((1 + (sqrt (1 - (x ^2)))) / x)) is V11() real ext-real M2( REAL )
1 / x is V11() real ext-real M2( REAL )
1 * (x ") is V11() real ext-real set
((1 / x)) is V11() real ext-real set
(1 / x) ^2 is V11() real ext-real set
(1 / x) * (1 / x) is V11() real ext-real set
((1 / x) ^2) - 1 is V11() real ext-real M2( REAL )
((1 / x) ^2) + (- 1) is V11() real ext-real set
sqrt (((1 / x) ^2) - 1) is V11() real ext-real M2( REAL )
(1 / x) + (sqrt (((1 / x) ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + (sqrt (((1 / x) ^2) - 1)))) is V11() real ext-real M2( REAL )
1 / (x ^2) is V11() real ext-real M2( REAL )
(x ^2) " is V11() real ext-real set
1 * ((x ^2) ") is V11() real ext-real set
1 ^2 is V11() real ext-real M2( REAL )
1 * 1 is V11() real ext-real non negative set
(1 / (x ^2)) - (1 ^2) is V11() real ext-real M2( REAL )
- (1 ^2) is V11() real ext-real set
(1 / (x ^2)) + (- (1 ^2)) is V11() real ext-real set
sqrt ((1 / (x ^2)) - (1 ^2)) is V11() real ext-real M2( REAL )
(1 / x) + (sqrt ((1 / (x ^2)) - (1 ^2))) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + (sqrt ((1 / (x ^2)) - (1 ^2))))) is V11() real ext-real M2( REAL )
1 * (x ^2) is V11() real ext-real M2( REAL )
1 - (1 * (x ^2)) is V11() real ext-real M2( REAL )
- (1 * (x ^2)) is V11() real ext-real set
1 + (- (1 * (x ^2))) is V11() real ext-real set
(1 - (1 * (x ^2))) / (x ^2) is V11() real ext-real M2( REAL )
(1 - (1 * (x ^2))) * ((x ^2) ") is V11() real ext-real set
sqrt ((1 - (1 * (x ^2))) / (x ^2)) is V11() real ext-real M2( REAL )
(1 / x) + (sqrt ((1 - (1 * (x ^2))) / (x ^2))) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + (sqrt ((1 - (1 * (x ^2))) / (x ^2))))) is V11() real ext-real M2( REAL )
sqrt (x ^2) is V11() real ext-real set
(sqrt (1 - (x ^2))) / (sqrt (x ^2)) is V11() real ext-real M2( REAL )
(sqrt (x ^2)) " is V11() real ext-real set
(sqrt (1 - (x ^2))) * ((sqrt (x ^2)) ") is V11() real ext-real set
(1 / x) + ((sqrt (1 - (x ^2))) / (sqrt (x ^2))) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + ((sqrt (1 - (x ^2))) / (sqrt (x ^2))))) is V11() real ext-real M2( REAL )
(sqrt (1 - (x ^2))) / x is V11() real ext-real M2( REAL )
(sqrt (1 - (x ^2))) * (x ") is V11() real ext-real set
(1 / x) + ((sqrt (1 - (x ^2))) / x) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + ((sqrt (1 - (x ^2))) / x))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
sqrt (1 - (x ^2)) is V11() real ext-real M2( REAL )
1 + (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
(1 + (sqrt (1 - (x ^2)))) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(1 + (sqrt (1 - (x ^2)))) * (x ") is V11() real ext-real set
log (number_e,((1 + (sqrt (1 - (x ^2)))) / x)) is V11() real ext-real M2( REAL )
- (log (number_e,((1 + (sqrt (1 - (x ^2)))) / x))) is V11() real ext-real M2( REAL )
1 / x is V11() real ext-real M2( REAL )
1 * (x ") is V11() real ext-real set
((1 / x)) is V11() real ext-real set
(1 / x) ^2 is V11() real ext-real set
(1 / x) * (1 / x) is V11() real ext-real set
((1 / x) ^2) - 1 is V11() real ext-real M2( REAL )
((1 / x) ^2) + (- 1) is V11() real ext-real set
sqrt (((1 / x) ^2) - 1) is V11() real ext-real M2( REAL )
(1 / x) + (sqrt (((1 / x) ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + (sqrt (((1 / x) ^2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,((1 / x) + (sqrt (((1 / x) ^2) - 1))))) is V11() real ext-real M2( REAL )
1 / (x ^2) is V11() real ext-real M2( REAL )
(x ^2) " is V11() real ext-real set
1 * ((x ^2) ") is V11() real ext-real set
1 ^2 is V11() real ext-real M2( REAL )
1 * 1 is V11() real ext-real non negative set
(1 / (x ^2)) - (1 ^2) is V11() real ext-real M2( REAL )
- (1 ^2) is V11() real ext-real set
(1 / (x ^2)) + (- (1 ^2)) is V11() real ext-real set
sqrt ((1 / (x ^2)) - (1 ^2)) is V11() real ext-real M2( REAL )
(1 / x) + (sqrt ((1 / (x ^2)) - (1 ^2))) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + (sqrt ((1 / (x ^2)) - (1 ^2))))) is V11() real ext-real M2( REAL )
- (log (number_e,((1 / x) + (sqrt ((1 / (x ^2)) - (1 ^2)))))) is V11() real ext-real M2( REAL )
1 * (x ^2) is V11() real ext-real M2( REAL )
1 - (1 * (x ^2)) is V11() real ext-real M2( REAL )
- (1 * (x ^2)) is V11() real ext-real set
1 + (- (1 * (x ^2))) is V11() real ext-real set
(1 - (1 * (x ^2))) / (x ^2) is V11() real ext-real M2( REAL )
(1 - (1 * (x ^2))) * ((x ^2) ") is V11() real ext-real set
sqrt ((1 - (1 * (x ^2))) / (x ^2)) is V11() real ext-real M2( REAL )
(1 / x) + (sqrt ((1 - (1 * (x ^2))) / (x ^2))) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + (sqrt ((1 - (1 * (x ^2))) / (x ^2))))) is V11() real ext-real M2( REAL )
- (log (number_e,((1 / x) + (sqrt ((1 - (1 * (x ^2))) / (x ^2)))))) is V11() real ext-real M2( REAL )
sqrt (x ^2) is V11() real ext-real set
(sqrt (1 - (x ^2))) / (sqrt (x ^2)) is V11() real ext-real M2( REAL )
(sqrt (x ^2)) " is V11() real ext-real set
(sqrt (1 - (x ^2))) * ((sqrt (x ^2)) ") is V11() real ext-real set
(1 / x) + ((sqrt (1 - (x ^2))) / (sqrt (x ^2))) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + ((sqrt (1 - (x ^2))) / (sqrt (x ^2))))) is V11() real ext-real M2( REAL )
- (log (number_e,((1 / x) + ((sqrt (1 - (x ^2))) / (sqrt (x ^2)))))) is V11() real ext-real M2( REAL )
(sqrt (1 - (x ^2))) / x is V11() real ext-real M2( REAL )
(sqrt (1 - (x ^2))) * (x ") is V11() real ext-real set
(1 / x) + ((sqrt (1 - (x ^2))) / x) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + ((sqrt (1 - (x ^2))) / x))) is V11() real ext-real M2( REAL )
- (log (number_e,((1 / x) + ((sqrt (1 - (x ^2))) / x)))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
1 / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
1 * (x ") is V11() real ext-real set
((1 / x)) is V11() real ext-real set
(1 / x) ^2 is V11() real ext-real set
(1 / x) * (1 / x) is V11() real ext-real set
((1 / x) ^2) + 1 is V11() real ext-real M2( REAL )
sqrt (((1 / x) ^2) + 1) is V11() real ext-real M2( REAL )
(1 / x) + (sqrt (((1 / x) ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + (sqrt (((1 / x) ^2) + 1)))) is V11() real ext-real M2( REAL )
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 / (x ^2) is V11() real ext-real M2( REAL )
(x ^2) " is V11() real ext-real set
1 * ((x ^2) ") is V11() real ext-real set
1 ^2 is V11() real ext-real M2( REAL )
1 * 1 is V11() real ext-real non negative set
(1 / (x ^2)) + (1 ^2) is V11() real ext-real M2( REAL )
sqrt ((1 / (x ^2)) + (1 ^2)) is V11() real ext-real M2( REAL )
(1 / x) + (sqrt ((1 / (x ^2)) + (1 ^2))) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + (sqrt ((1 / (x ^2)) + (1 ^2))))) is V11() real ext-real M2( REAL )
(x ^2) * 1 is V11() real ext-real M2( REAL )
1 + ((x ^2) * 1) is V11() real ext-real M2( REAL )
(1 + ((x ^2) * 1)) / (x ^2) is V11() real ext-real M2( REAL )
(1 + ((x ^2) * 1)) * ((x ^2) ") is V11() real ext-real set
sqrt ((1 + ((x ^2) * 1)) / (x ^2)) is V11() real ext-real M2( REAL )
(1 / x) + (sqrt ((1 + ((x ^2) * 1)) / (x ^2))) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + (sqrt ((1 + ((x ^2) * 1)) / (x ^2))))) is V11() real ext-real M2( REAL )
1 + (x ^2) is V11() real ext-real M2( REAL )
sqrt (1 + (x ^2)) is V11() real ext-real M2( REAL )
sqrt (x ^2) is V11() real ext-real set
(sqrt (1 + (x ^2))) / (sqrt (x ^2)) is V11() real ext-real M2( REAL )
(sqrt (x ^2)) " is V11() real ext-real set
(sqrt (1 + (x ^2))) * ((sqrt (x ^2)) ") is V11() real ext-real set
(1 / x) + ((sqrt (1 + (x ^2))) / (sqrt (x ^2))) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + ((sqrt (1 + (x ^2))) / (sqrt (x ^2))))) is V11() real ext-real M2( REAL )
(sqrt (1 + (x ^2))) / x is V11() real ext-real M2( REAL )
(sqrt (1 + (x ^2))) * (x ") is V11() real ext-real set
(1 / x) + ((sqrt (1 + (x ^2))) / x) is V11() real ext-real M2( REAL )
log (number_e,((1 / x) + ((sqrt (1 + (x ^2))) / x))) is V11() real ext-real M2( REAL )
1 + (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
(1 + (sqrt (1 + (x ^2)))) / x is V11() real ext-real M2( REAL )
(1 + (sqrt (1 + (x ^2)))) * (x ") is V11() real ext-real set
log (number_e,((1 + (sqrt (1 + (x ^2)))) / x)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((x ^2) + 1) is V11() real ext-real M2( REAL )
(x) is V11() real ext-real set
x + (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) + 1)))) is V11() real ext-real M2( REAL )
1 + (x ^2) is V11() real ext-real M2( REAL )
sqrt (1 + (x ^2)) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
x * t is V11() real ext-real M2( REAL )
t ^2 is V11() real ext-real set
t * t is V11() real ext-real set
(t ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((t ^2) + 1) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)) is V11() real ext-real M2( REAL )
(x * t) + ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) is V11() real ext-real M2( REAL )
(t) is V11() real ext-real set
t + (sqrt ((t ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,(t + (sqrt ((t ^2) + 1)))) is V11() real ext-real M2( REAL )
(x) + (t) is V11() real ext-real M2( REAL )
1 + (t ^2) is V11() real ext-real M2( REAL )
sqrt (1 + (t ^2)) is V11() real ext-real M2( REAL )
x * (sqrt (1 + (t ^2))) is V11() real ext-real M2( REAL )
t * (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
(x * (sqrt (1 + (t ^2)))) + (t * (sqrt (1 + (x ^2)))) is V11() real ext-real M2( REAL )
(((x * (sqrt (1 + (t ^2)))) + (t * (sqrt (1 + (x ^2)))))) is V11() real ext-real set
((x * (sqrt (1 + (t ^2)))) + (t * (sqrt (1 + (x ^2))))) ^2 is V11() real ext-real set
((x * (sqrt (1 + (t ^2)))) + (t * (sqrt (1 + (x ^2))))) * ((x * (sqrt (1 + (t ^2)))) + (t * (sqrt (1 + (x ^2))))) is V11() real ext-real set
(((x * (sqrt (1 + (t ^2)))) + (t * (sqrt (1 + (x ^2))))) ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((((x * (sqrt (1 + (t ^2)))) + (t * (sqrt (1 + (x ^2))))) ^2) + 1) is V11() real ext-real M2( REAL )
((x * (sqrt (1 + (t ^2)))) + (t * (sqrt (1 + (x ^2))))) + (sqrt ((((x * (sqrt (1 + (t ^2)))) + (t * (sqrt (1 + (x ^2))))) ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,(((x * (sqrt (1 + (t ^2)))) + (t * (sqrt (1 + (x ^2))))) + (sqrt ((((x * (sqrt (1 + (t ^2)))) + (t * (sqrt (1 + (x ^2))))) ^2) + 1)))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) + x is V11() real ext-real M2( REAL )
(sqrt ((t ^2) + 1)) + t is V11() real ext-real M2( REAL )
(x + (sqrt ((x ^2) + 1))) * (t + (sqrt ((t ^2) + 1))) is V11() real ext-real M2( REAL )
log (number_e,((x + (sqrt ((x ^2) + 1))) * (t + (sqrt ((t ^2) + 1))))) is V11() real ext-real M2( REAL )
x * (sqrt ((t ^2) + 1)) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) * t is V11() real ext-real M2( REAL )
(x * (sqrt ((t ^2) + 1))) + ((sqrt ((x ^2) + 1)) * t) is V11() real ext-real M2( REAL )
((x * (sqrt ((t ^2) + 1))) + ((sqrt ((x ^2) + 1)) * t)) + ((x * t) + ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) is V11() real ext-real M2( REAL )
log (number_e,(((x * (sqrt ((t ^2) + 1))) + ((sqrt ((x ^2) + 1)) * t)) + ((x * t) + ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))))) is V11() real ext-real M2( REAL )
((x * t) + ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) ^2 is V11() real ext-real M2( REAL )
((x * t) + ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * ((x * t) + ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) is V11() real ext-real set
sqrt (((x * t) + ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) ^2) is V11() real ext-real M2( REAL )
((x * (sqrt ((t ^2) + 1))) + ((sqrt ((x ^2) + 1)) * t)) + (sqrt (((x * t) + ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) ^2)) is V11() real ext-real M2( REAL )
log (number_e,(((x * (sqrt ((t ^2) + 1))) + ((sqrt ((x ^2) + 1)) * t)) + (sqrt (((x * t) + ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) ^2)))) is V11() real ext-real M2( REAL )
((x * (sqrt (1 + (t ^2)))) + (t * (sqrt (1 + (x ^2))))) ^2 is V11() real ext-real M2( REAL )
(((x * (sqrt (1 + (t ^2)))) + (t * (sqrt (1 + (x ^2))))) ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((((x * (sqrt (1 + (t ^2)))) + (t * (sqrt (1 + (x ^2))))) ^2) + 1) is V11() real ext-real M2( REAL )
(sqrt (1 + (t ^2))) ^2 is V11() real ext-real M2( REAL )
(sqrt (1 + (t ^2))) * (sqrt (1 + (t ^2))) is V11() real ext-real set
(x ^2) * ((sqrt (1 + (t ^2))) ^2) is V11() real ext-real M2( REAL )
2 * (x * (sqrt (1 + (t ^2)))) is V11() real ext-real M2( REAL )
(2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))) is V11() real ext-real M2( REAL )
((x ^2) * ((sqrt (1 + (t ^2))) ^2)) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2))))) is V11() real ext-real M2( REAL )
(t * (sqrt (1 + (x ^2)))) ^2 is V11() real ext-real M2( REAL )
(t * (sqrt (1 + (x ^2)))) * (t * (sqrt (1 + (x ^2)))) is V11() real ext-real set
(((x ^2) * ((sqrt (1 + (t ^2))) ^2)) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t * (sqrt (1 + (x ^2)))) ^2) is V11() real ext-real M2( REAL )
((((x ^2) * ((sqrt (1 + (t ^2))) ^2)) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t * (sqrt (1 + (x ^2)))) ^2)) + 1 is V11() real ext-real M2( REAL )
sqrt (((((x ^2) * ((sqrt (1 + (t ^2))) ^2)) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t * (sqrt (1 + (x ^2)))) ^2)) + 1) is V11() real ext-real M2( REAL )
(x ^2) * (1 + (t ^2)) is V11() real ext-real M2( REAL )
((x ^2) * (1 + (t ^2))) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2))))) is V11() real ext-real M2( REAL )
(((x ^2) * (1 + (t ^2))) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t * (sqrt (1 + (x ^2)))) ^2) is V11() real ext-real M2( REAL )
((((x ^2) * (1 + (t ^2))) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t * (sqrt (1 + (x ^2)))) ^2)) + 1 is V11() real ext-real M2( REAL )
sqrt (((((x ^2) * (1 + (t ^2))) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t * (sqrt (1 + (x ^2)))) ^2)) + 1) is V11() real ext-real M2( REAL )
(x * t) ^2 is V11() real ext-real M2( REAL )
(x * t) * (x * t) is V11() real ext-real set
(x ^2) + ((x * t) ^2) is V11() real ext-real M2( REAL )
((x ^2) + ((x * t) ^2)) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2))))) is V11() real ext-real M2( REAL )
(sqrt (1 + (x ^2))) ^2 is V11() real ext-real M2( REAL )
(sqrt (1 + (x ^2))) * (sqrt (1 + (x ^2))) is V11() real ext-real set
(t ^2) * ((sqrt (1 + (x ^2))) ^2) is V11() real ext-real M2( REAL )
(((x ^2) + ((x * t) ^2)) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t ^2) * ((sqrt (1 + (x ^2))) ^2)) is V11() real ext-real M2( REAL )
((((x ^2) + ((x * t) ^2)) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t ^2) * ((sqrt (1 + (x ^2))) ^2))) + 1 is V11() real ext-real M2( REAL )
sqrt (((((x ^2) + ((x * t) ^2)) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t ^2) * ((sqrt (1 + (x ^2))) ^2))) + 1) is V11() real ext-real M2( REAL )
(t ^2) * (1 + (x ^2)) is V11() real ext-real M2( REAL )
(((x ^2) + ((x * t) ^2)) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t ^2) * (1 + (x ^2))) is V11() real ext-real M2( REAL )
((((x ^2) + ((x * t) ^2)) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t ^2) * (1 + (x ^2)))) + 1 is V11() real ext-real M2( REAL )
sqrt (((((x ^2) + ((x * t) ^2)) + ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t ^2) * (1 + (x ^2)))) + 1) is V11() real ext-real M2( REAL )
2 * ((x * t) ^2) is V11() real ext-real M2( REAL )
(x ^2) + (2 * ((x * t) ^2)) is V11() real ext-real M2( REAL )
((x ^2) + (2 * ((x * t) ^2))) + (t ^2) is V11() real ext-real M2( REAL )
(((x ^2) + (2 * ((x * t) ^2))) + (t ^2)) + 1 is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
(2 * x) * t is V11() real ext-real M2( REAL )
(sqrt (1 + (t ^2))) * (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
((2 * x) * t) * ((sqrt (1 + (t ^2))) * (sqrt (1 + (x ^2)))) is V11() real ext-real M2( REAL )
((((x ^2) + (2 * ((x * t) ^2))) + (t ^2)) + 1) + (((2 * x) * t) * ((sqrt (1 + (t ^2))) * (sqrt (1 + (x ^2))))) is V11() real ext-real M2( REAL )
sqrt (((((x ^2) + (2 * ((x * t) ^2))) + (t ^2)) + 1) + (((2 * x) * t) * ((sqrt (1 + (t ^2))) * (sqrt (1 + (x ^2)))))) is V11() real ext-real M2( REAL )
(1 + (t ^2)) * (1 + (x ^2)) is V11() real ext-real M2( REAL )
sqrt ((1 + (t ^2)) * (1 + (x ^2))) is V11() real ext-real M2( REAL )
((2 * x) * t) * (sqrt ((1 + (t ^2)) * (1 + (x ^2)))) is V11() real ext-real M2( REAL )
((((x ^2) + (2 * ((x * t) ^2))) + (t ^2)) + 1) + (((2 * x) * t) * (sqrt ((1 + (t ^2)) * (1 + (x ^2))))) is V11() real ext-real M2( REAL )
sqrt (((((x ^2) + (2 * ((x * t) ^2))) + (t ^2)) + 1) + (((2 * x) * t) * (sqrt ((1 + (t ^2)) * (1 + (x ^2)))))) is V11() real ext-real M2( REAL )
((x ^2) + 1) * ((t ^2) + 1) is V11() real ext-real M2( REAL )
sqrt (((x ^2) + 1) * ((t ^2) + 1)) is V11() real ext-real M2( REAL )
(x * t) + (sqrt (((x ^2) + 1) * ((t ^2) + 1))) is V11() real ext-real M2( REAL )
((x * t) + (sqrt (((x ^2) + 1) * ((t ^2) + 1)))) ^2 is V11() real ext-real M2( REAL )
((x * t) + (sqrt (((x ^2) + 1) * ((t ^2) + 1)))) * ((x * t) + (sqrt (((x ^2) + 1) * ((t ^2) + 1)))) is V11() real ext-real set
sqrt (((x * t) + (sqrt (((x ^2) + 1) * ((t ^2) + 1)))) ^2) is V11() real ext-real M2( REAL )
2 * (x * t) is V11() real ext-real M2( REAL )
(2 * (x * t)) * (sqrt (((x ^2) + 1) * ((t ^2) + 1))) is V11() real ext-real M2( REAL )
((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) + 1) * ((t ^2) + 1)))) is V11() real ext-real M2( REAL )
(sqrt (((x ^2) + 1) * ((t ^2) + 1))) ^2 is V11() real ext-real M2( REAL )
(sqrt (((x ^2) + 1) * ((t ^2) + 1))) * (sqrt (((x ^2) + 1) * ((t ^2) + 1))) is V11() real ext-real set
(((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) + 1) * ((t ^2) + 1))))) + ((sqrt (((x ^2) + 1) * ((t ^2) + 1))) ^2) is V11() real ext-real M2( REAL )
sqrt ((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) + 1) * ((t ^2) + 1))))) + ((sqrt (((x ^2) + 1) * ((t ^2) + 1))) ^2)) is V11() real ext-real M2( REAL )
((x * t) ^2) + (x ^2) is V11() real ext-real M2( REAL )
(((x * t) ^2) + (x ^2)) + (t ^2) is V11() real ext-real M2( REAL )
((((x * t) ^2) + (x ^2)) + (t ^2)) + 1 is V11() real ext-real M2( REAL )
(((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) + 1) * ((t ^2) + 1))))) + (((((x * t) ^2) + (x ^2)) + (t ^2)) + 1) is V11() real ext-real M2( REAL )
sqrt ((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) + 1) * ((t ^2) + 1))))) + (((((x * t) ^2) + (x ^2)) + (t ^2)) + 1)) is V11() real ext-real M2( REAL )
(2 * ((x * t) ^2)) + (x ^2) is V11() real ext-real M2( REAL )
((2 * ((x * t) ^2)) + (x ^2)) + (t ^2) is V11() real ext-real M2( REAL )
(((2 * ((x * t) ^2)) + (x ^2)) + (t ^2)) + 1 is V11() real ext-real M2( REAL )
((((2 * ((x * t) ^2)) + (x ^2)) + (t ^2)) + 1) + ((2 * (x * t)) * (sqrt (((x ^2) + 1) * ((t ^2) + 1)))) is V11() real ext-real M2( REAL )
sqrt (((((2 * ((x * t) ^2)) + (x ^2)) + (t ^2)) + 1) + ((2 * (x * t)) * (sqrt (((x ^2) + 1) * ((t ^2) + 1))))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((x ^2) + 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) + 1)))) is V11() real ext-real M2( REAL )
1 + (x ^2) is V11() real ext-real M2( REAL )
sqrt (1 + (x ^2)) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
(t) is V11() real ext-real set
t ^2 is V11() real ext-real set
t * t is V11() real ext-real set
(t ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((t ^2) + 1) is V11() real ext-real M2( REAL )
t + (sqrt ((t ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,(t + (sqrt ((t ^2) + 1)))) is V11() real ext-real M2( REAL )
(x) - (t) is V11() real ext-real M2( REAL )
- (t) is V11() real ext-real set
(x) + (- (t)) is V11() real ext-real set
1 + (t ^2) is V11() real ext-real M2( REAL )
sqrt (1 + (t ^2)) is V11() real ext-real M2( REAL )
x * (sqrt (1 + (t ^2))) is V11() real ext-real M2( REAL )
t * (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
(x * (sqrt (1 + (t ^2)))) - (t * (sqrt (1 + (x ^2)))) is V11() real ext-real M2( REAL )
- (t * (sqrt (1 + (x ^2)))) is V11() real ext-real set
(x * (sqrt (1 + (t ^2)))) + (- (t * (sqrt (1 + (x ^2))))) is V11() real ext-real set
(((x * (sqrt (1 + (t ^2)))) - (t * (sqrt (1 + (x ^2)))))) is V11() real ext-real set
((x * (sqrt (1 + (t ^2)))) - (t * (sqrt (1 + (x ^2))))) ^2 is V11() real ext-real set
((x * (sqrt (1 + (t ^2)))) - (t * (sqrt (1 + (x ^2))))) * ((x * (sqrt (1 + (t ^2)))) - (t * (sqrt (1 + (x ^2))))) is V11() real ext-real set
(((x * (sqrt (1 + (t ^2)))) - (t * (sqrt (1 + (x ^2))))) ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((((x * (sqrt (1 + (t ^2)))) - (t * (sqrt (1 + (x ^2))))) ^2) + 1) is V11() real ext-real M2( REAL )
((x * (sqrt (1 + (t ^2)))) - (t * (sqrt (1 + (x ^2))))) + (sqrt ((((x * (sqrt (1 + (t ^2)))) - (t * (sqrt (1 + (x ^2))))) ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,(((x * (sqrt (1 + (t ^2)))) - (t * (sqrt (1 + (x ^2))))) + (sqrt ((((x * (sqrt (1 + (t ^2)))) - (t * (sqrt (1 + (x ^2))))) ^2) + 1)))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)) is V11() real ext-real M2( REAL )
x * t is V11() real ext-real M2( REAL )
((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) - (x * t) is V11() real ext-real M2( REAL )
- (x * t) is V11() real ext-real set
((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) + (- (x * t)) is V11() real ext-real set
((x * (sqrt (1 + (t ^2)))) - (t * (sqrt (1 + (x ^2))))) ^2 is V11() real ext-real M2( REAL )
(((x * (sqrt (1 + (t ^2)))) - (t * (sqrt (1 + (x ^2))))) ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((((x * (sqrt (1 + (t ^2)))) - (t * (sqrt (1 + (x ^2))))) ^2) + 1) is V11() real ext-real M2( REAL )
t + 0 is V11() real ext-real M2( REAL )
(sqrt ((t ^2) + 1)) - t is V11() real ext-real M2( REAL )
- t is V11() real ext-real set
(sqrt ((t ^2) + 1)) + (- t) is V11() real ext-real set
(((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) - (x * t)) ^2 is V11() real ext-real M2( REAL )
(((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) - (x * t)) * (((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) - (x * t)) is V11() real ext-real set
sqrt ((((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) - (x * t)) ^2) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) * (sqrt ((x ^2) + 1)) is V11() real ext-real set
(sqrt ((t ^2) + 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((t ^2) + 1)) * (sqrt ((t ^2) + 1)) is V11() real ext-real set
((sqrt ((x ^2) + 1)) ^2) * ((sqrt ((t ^2) + 1)) ^2) is V11() real ext-real M2( REAL )
2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) is V11() real ext-real M2( REAL )
(2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * (x * t) is V11() real ext-real M2( REAL )
(((sqrt ((x ^2) + 1)) ^2) * ((sqrt ((t ^2) + 1)) ^2)) - ((2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * (x * t)) is V11() real ext-real M2( REAL )
- ((2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * (x * t)) is V11() real ext-real set
(((sqrt ((x ^2) + 1)) ^2) * ((sqrt ((t ^2) + 1)) ^2)) + (- ((2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * (x * t))) is V11() real ext-real set
(x * t) ^2 is V11() real ext-real M2( REAL )
(x * t) * (x * t) is V11() real ext-real set
((((sqrt ((x ^2) + 1)) ^2) * ((sqrt ((t ^2) + 1)) ^2)) - ((2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * (x * t))) + ((x * t) ^2) is V11() real ext-real M2( REAL )
sqrt (((((sqrt ((x ^2) + 1)) ^2) * ((sqrt ((t ^2) + 1)) ^2)) - ((2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * (x * t))) + ((x * t) ^2)) is V11() real ext-real M2( REAL )
((x ^2) + 1) * ((sqrt ((t ^2) + 1)) ^2) is V11() real ext-real M2( REAL )
(((x ^2) + 1) * ((sqrt ((t ^2) + 1)) ^2)) - ((2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * (x * t)) is V11() real ext-real M2( REAL )
(((x ^2) + 1) * ((sqrt ((t ^2) + 1)) ^2)) + (- ((2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * (x * t))) is V11() real ext-real set
((((x ^2) + 1) * ((sqrt ((t ^2) + 1)) ^2)) - ((2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * (x * t))) + ((x * t) ^2) is V11() real ext-real M2( REAL )
sqrt (((((x ^2) + 1) * ((sqrt ((t ^2) + 1)) ^2)) - ((2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * (x * t))) + ((x * t) ^2)) is V11() real ext-real M2( REAL )
((x ^2) + 1) * ((t ^2) + 1) is V11() real ext-real M2( REAL )
(((x ^2) + 1) * ((t ^2) + 1)) - ((2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * (x * t)) is V11() real ext-real M2( REAL )
(((x ^2) + 1) * ((t ^2) + 1)) + (- ((2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * (x * t))) is V11() real ext-real set
((((x ^2) + 1) * ((t ^2) + 1)) - ((2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * (x * t))) + ((x * t) ^2) is V11() real ext-real M2( REAL )
sqrt (((((x ^2) + 1) * ((t ^2) + 1)) - ((2 * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) * (x * t))) + ((x * t) ^2)) is V11() real ext-real M2( REAL )
2 * ((x * t) ^2) is V11() real ext-real M2( REAL )
(2 * ((x * t) ^2)) + (x ^2) is V11() real ext-real M2( REAL )
((2 * ((x * t) ^2)) + (x ^2)) + (t ^2) is V11() real ext-real M2( REAL )
(((2 * ((x * t) ^2)) + (x ^2)) + (t ^2)) + 1 is V11() real ext-real M2( REAL )
2 * (x * t) is V11() real ext-real M2( REAL )
(2 * (x * t)) * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) is V11() real ext-real M2( REAL )
((((2 * ((x * t) ^2)) + (x ^2)) + (t ^2)) + 1) - ((2 * (x * t)) * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) is V11() real ext-real M2( REAL )
- ((2 * (x * t)) * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) is V11() real ext-real set
((((2 * ((x * t) ^2)) + (x ^2)) + (t ^2)) + 1) + (- ((2 * (x * t)) * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))))) is V11() real ext-real set
sqrt (((((2 * ((x * t) ^2)) + (x ^2)) + (t ^2)) + 1) - ((2 * (x * t)) * ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))))) is V11() real ext-real M2( REAL )
(sqrt (1 + (t ^2))) ^2 is V11() real ext-real M2( REAL )
(sqrt (1 + (t ^2))) * (sqrt (1 + (t ^2))) is V11() real ext-real set
(x ^2) * ((sqrt (1 + (t ^2))) ^2) is V11() real ext-real M2( REAL )
2 * (x * (sqrt (1 + (t ^2)))) is V11() real ext-real M2( REAL )
(2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))) is V11() real ext-real M2( REAL )
((x ^2) * ((sqrt (1 + (t ^2))) ^2)) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2))))) is V11() real ext-real M2( REAL )
- ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2))))) is V11() real ext-real set
((x ^2) * ((sqrt (1 + (t ^2))) ^2)) + (- ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) is V11() real ext-real set
(t * (sqrt (1 + (x ^2)))) ^2 is V11() real ext-real M2( REAL )
(t * (sqrt (1 + (x ^2)))) * (t * (sqrt (1 + (x ^2)))) is V11() real ext-real set
(((x ^2) * ((sqrt (1 + (t ^2))) ^2)) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t * (sqrt (1 + (x ^2)))) ^2) is V11() real ext-real M2( REAL )
((((x ^2) * ((sqrt (1 + (t ^2))) ^2)) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t * (sqrt (1 + (x ^2)))) ^2)) + 1 is V11() real ext-real M2( REAL )
sqrt (((((x ^2) * ((sqrt (1 + (t ^2))) ^2)) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t * (sqrt (1 + (x ^2)))) ^2)) + 1) is V11() real ext-real M2( REAL )
(x ^2) * (1 + (t ^2)) is V11() real ext-real M2( REAL )
((x ^2) * (1 + (t ^2))) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2))))) is V11() real ext-real M2( REAL )
((x ^2) * (1 + (t ^2))) + (- ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) is V11() real ext-real set
(((x ^2) * (1 + (t ^2))) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t * (sqrt (1 + (x ^2)))) ^2) is V11() real ext-real M2( REAL )
((((x ^2) * (1 + (t ^2))) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t * (sqrt (1 + (x ^2)))) ^2)) + 1 is V11() real ext-real M2( REAL )
sqrt (((((x ^2) * (1 + (t ^2))) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t * (sqrt (1 + (x ^2)))) ^2)) + 1) is V11() real ext-real M2( REAL )
(x ^2) * (t ^2) is V11() real ext-real M2( REAL )
(x ^2) + ((x ^2) * (t ^2)) is V11() real ext-real M2( REAL )
((x ^2) + ((x ^2) * (t ^2))) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2))))) is V11() real ext-real M2( REAL )
((x ^2) + ((x ^2) * (t ^2))) + (- ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) is V11() real ext-real set
(sqrt (1 + (x ^2))) ^2 is V11() real ext-real M2( REAL )
(sqrt (1 + (x ^2))) * (sqrt (1 + (x ^2))) is V11() real ext-real set
(t ^2) * ((sqrt (1 + (x ^2))) ^2) is V11() real ext-real M2( REAL )
(((x ^2) + ((x ^2) * (t ^2))) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t ^2) * ((sqrt (1 + (x ^2))) ^2)) is V11() real ext-real M2( REAL )
((((x ^2) + ((x ^2) * (t ^2))) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t ^2) * ((sqrt (1 + (x ^2))) ^2))) + 1 is V11() real ext-real M2( REAL )
sqrt (((((x ^2) + ((x ^2) * (t ^2))) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t ^2) * ((sqrt (1 + (x ^2))) ^2))) + 1) is V11() real ext-real M2( REAL )
(t ^2) * (1 + (x ^2)) is V11() real ext-real M2( REAL )
(((x ^2) + ((x ^2) * (t ^2))) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t ^2) * (1 + (x ^2))) is V11() real ext-real M2( REAL )
((((x ^2) + ((x ^2) * (t ^2))) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t ^2) * (1 + (x ^2)))) + 1 is V11() real ext-real M2( REAL )
sqrt (((((x ^2) + ((x ^2) * (t ^2))) - ((2 * (x * (sqrt (1 + (t ^2))))) * (t * (sqrt (1 + (x ^2)))))) + ((t ^2) * (1 + (x ^2)))) + 1) is V11() real ext-real M2( REAL )
(x ^2) + (t ^2) is V11() real ext-real M2( REAL )
((x ^2) + (t ^2)) + (2 * ((x * t) ^2)) is V11() real ext-real M2( REAL )
(((x ^2) + (t ^2)) + (2 * ((x * t) ^2))) + 1 is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
(2 * x) * t is V11() real ext-real M2( REAL )
((2 * x) * t) * (sqrt (1 + (t ^2))) is V11() real ext-real M2( REAL )
(((2 * x) * t) * (sqrt (1 + (t ^2)))) * (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
((((x ^2) + (t ^2)) + (2 * ((x * t) ^2))) + 1) - ((((2 * x) * t) * (sqrt (1 + (t ^2)))) * (sqrt (1 + (x ^2)))) is V11() real ext-real M2( REAL )
- ((((2 * x) * t) * (sqrt (1 + (t ^2)))) * (sqrt (1 + (x ^2)))) is V11() real ext-real set
((((x ^2) + (t ^2)) + (2 * ((x * t) ^2))) + 1) + (- ((((2 * x) * t) * (sqrt (1 + (t ^2)))) * (sqrt (1 + (x ^2))))) is V11() real ext-real set
sqrt (((((x ^2) + (t ^2)) + (2 * ((x * t) ^2))) + 1) - ((((2 * x) * t) * (sqrt (1 + (t ^2)))) * (sqrt (1 + (x ^2))))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) + 1)) + x is V11() real ext-real M2( REAL )
(sqrt ((t ^2) + 1)) + t is V11() real ext-real M2( REAL )
(x + (sqrt ((x ^2) + 1))) / (t + (sqrt ((t ^2) + 1))) is V11() real ext-real M2( REAL )
(t + (sqrt ((t ^2) + 1))) " is V11() real ext-real set
(x + (sqrt ((x ^2) + 1))) * ((t + (sqrt ((t ^2) + 1))) ") is V11() real ext-real set
log (number_e,((x + (sqrt ((x ^2) + 1))) / (t + (sqrt ((t ^2) + 1))))) is V11() real ext-real M2( REAL )
(x + (sqrt ((x ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t) is V11() real ext-real M2( REAL )
(t + (sqrt ((t ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t) is V11() real ext-real M2( REAL )
((x + (sqrt ((x ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t)) / ((t + (sqrt ((t ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t)) is V11() real ext-real M2( REAL )
((t + (sqrt ((t ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t)) " is V11() real ext-real set
((x + (sqrt ((x ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t)) * (((t + (sqrt ((t ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t)) ") is V11() real ext-real set
log (number_e,(((x + (sqrt ((x ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t)) / ((t + (sqrt ((t ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t)))) is V11() real ext-real M2( REAL )
((sqrt ((t ^2) + 1)) ^2) - (t ^2) is V11() real ext-real M2( REAL )
- (t ^2) is V11() real ext-real set
((sqrt ((t ^2) + 1)) ^2) + (- (t ^2)) is V11() real ext-real set
((x + (sqrt ((x ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t)) / (((sqrt ((t ^2) + 1)) ^2) - (t ^2)) is V11() real ext-real M2( REAL )
(((sqrt ((t ^2) + 1)) ^2) - (t ^2)) " is V11() real ext-real set
((x + (sqrt ((x ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t)) * ((((sqrt ((t ^2) + 1)) ^2) - (t ^2)) ") is V11() real ext-real set
log (number_e,(((x + (sqrt ((x ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t)) / (((sqrt ((t ^2) + 1)) ^2) - (t ^2)))) is V11() real ext-real M2( REAL )
((t ^2) + 1) - (t ^2) is V11() real ext-real M2( REAL )
((t ^2) + 1) + (- (t ^2)) is V11() real ext-real set
((x + (sqrt ((x ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t)) / (((t ^2) + 1) - (t ^2)) is V11() real ext-real M2( REAL )
(((t ^2) + 1) - (t ^2)) " is V11() real ext-real set
((x + (sqrt ((x ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t)) * ((((t ^2) + 1) - (t ^2)) ") is V11() real ext-real set
log (number_e,(((x + (sqrt ((x ^2) + 1))) * ((sqrt ((t ^2) + 1)) - t)) / (((t ^2) + 1) - (t ^2)))) is V11() real ext-real M2( REAL )
x * (sqrt ((t ^2) + 1)) is V11() real ext-real M2( REAL )
t * (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
(x * (sqrt ((t ^2) + 1))) - (t * (sqrt ((x ^2) + 1))) is V11() real ext-real M2( REAL )
- (t * (sqrt ((x ^2) + 1))) is V11() real ext-real set
(x * (sqrt ((t ^2) + 1))) + (- (t * (sqrt ((x ^2) + 1)))) is V11() real ext-real set
((x * (sqrt ((t ^2) + 1))) - (t * (sqrt ((x ^2) + 1)))) + ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1))) is V11() real ext-real M2( REAL )
(((x * (sqrt ((t ^2) + 1))) - (t * (sqrt ((x ^2) + 1)))) + ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) - (x * t) is V11() real ext-real M2( REAL )
(((x * (sqrt ((t ^2) + 1))) - (t * (sqrt ((x ^2) + 1)))) + ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) + (- (x * t)) is V11() real ext-real set
log (number_e,((((x * (sqrt ((t ^2) + 1))) - (t * (sqrt ((x ^2) + 1)))) + ((sqrt ((x ^2) + 1)) * (sqrt ((t ^2) + 1)))) - (x * t))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
(t) is V11() real ext-real set
t ^2 is V11() real ext-real set
t * t is V11() real ext-real set
(t ^2) - 1 is V11() real ext-real M2( REAL )
(t ^2) + (- 1) is V11() real ext-real set
sqrt ((t ^2) - 1) is V11() real ext-real M2( REAL )
t + (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(t + (sqrt ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
(x) + (t) is V11() real ext-real M2( REAL )
x * t is V11() real ext-real M2( REAL )
((x ^2) - 1) * ((t ^2) - 1) is V11() real ext-real M2( REAL )
sqrt (((x ^2) - 1) * ((t ^2) - 1)) is V11() real ext-real M2( REAL )
(x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) is V11() real ext-real set
((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2 is V11() real ext-real set
((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) * ((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real set
(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1 is V11() real ext-real M2( REAL )
(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) + (- 1) is V11() real ext-real set
sqrt ((((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1) is V11() real ext-real M2( REAL )
((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1)))) is V11() real ext-real M2( REAL )
x * (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
t * (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
(x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) ^2 is V11() real ext-real M2( REAL )
((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) * ((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) is V11() real ext-real set
sqrt (((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) ^2) is V11() real ext-real M2( REAL )
(sqrt ((t ^2) - 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((t ^2) - 1)) * (sqrt ((t ^2) - 1)) is V11() real ext-real set
(x ^2) * ((sqrt ((t ^2) - 1)) ^2) is V11() real ext-real M2( REAL )
2 * (x * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
((x ^2) * ((sqrt ((t ^2) - 1)) ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
(t * (sqrt ((x ^2) - 1))) ^2 is V11() real ext-real M2( REAL )
(t * (sqrt ((x ^2) - 1))) * (t * (sqrt ((x ^2) - 1))) is V11() real ext-real set
(((x ^2) * ((sqrt ((t ^2) - 1)) ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t * (sqrt ((x ^2) - 1))) ^2) is V11() real ext-real M2( REAL )
sqrt ((((x ^2) * ((sqrt ((t ^2) - 1)) ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t * (sqrt ((x ^2) - 1))) ^2)) is V11() real ext-real M2( REAL )
(x ^2) * ((t ^2) - 1) is V11() real ext-real M2( REAL )
((x ^2) * ((t ^2) - 1)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
(((x ^2) * ((t ^2) - 1)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t * (sqrt ((x ^2) - 1))) ^2) is V11() real ext-real M2( REAL )
sqrt ((((x ^2) * ((t ^2) - 1)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t * (sqrt ((x ^2) - 1))) ^2)) is V11() real ext-real M2( REAL )
(x ^2) * (t ^2) is V11() real ext-real M2( REAL )
((x ^2) * (t ^2)) - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
((x ^2) * (t ^2)) + (- (x ^2)) is V11() real ext-real set
(((x ^2) * (t ^2)) - (x ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) * (sqrt ((x ^2) - 1)) is V11() real ext-real set
(t ^2) * ((sqrt ((x ^2) - 1)) ^2) is V11() real ext-real M2( REAL )
((((x ^2) * (t ^2)) - (x ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t ^2) * ((sqrt ((x ^2) - 1)) ^2)) is V11() real ext-real M2( REAL )
sqrt (((((x ^2) * (t ^2)) - (x ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t ^2) * ((sqrt ((x ^2) - 1)) ^2))) is V11() real ext-real M2( REAL )
(t ^2) * ((x ^2) - 1) is V11() real ext-real M2( REAL )
((((x ^2) * (t ^2)) - (x ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t ^2) * ((x ^2) - 1)) is V11() real ext-real M2( REAL )
sqrt (((((x ^2) * (t ^2)) - (x ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t ^2) * ((x ^2) - 1))) is V11() real ext-real M2( REAL )
(x * t) ^2 is V11() real ext-real M2( REAL )
(x * t) * (x * t) is V11() real ext-real set
2 * ((x * t) ^2) is V11() real ext-real M2( REAL )
(2 * ((x * t) ^2)) - (x ^2) is V11() real ext-real M2( REAL )
(2 * ((x * t) ^2)) + (- (x ^2)) is V11() real ext-real set
((2 * ((x * t) ^2)) - (x ^2)) - (t ^2) is V11() real ext-real M2( REAL )
- (t ^2) is V11() real ext-real set
((2 * ((x * t) ^2)) - (x ^2)) + (- (t ^2)) is V11() real ext-real set
(((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t) is V11() real ext-real M2( REAL )
log (number_e,((((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t))) is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
(2 * x) * t is V11() real ext-real M2( REAL )
(sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
((2 * x) * t) * ((sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
(((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * ((sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * ((sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
(sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * ((sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1)))))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
((sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * ((sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1)))))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t) is V11() real ext-real M2( REAL )
log (number_e,(((sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * ((sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1)))))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t))) is V11() real ext-real M2( REAL )
((t ^2) - 1) * ((x ^2) - 1) is V11() real ext-real M2( REAL )
sqrt (((t ^2) - 1) * ((x ^2) - 1)) is V11() real ext-real M2( REAL )
((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1))) is V11() real ext-real M2( REAL )
(((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
(sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1)))))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
((sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1)))))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t) is V11() real ext-real M2( REAL )
log (number_e,(((sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1)))))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t))) is V11() real ext-real M2( REAL )
2 * (x * t) is V11() real ext-real M2( REAL )
(2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
(sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2 is V11() real ext-real M2( REAL )
(sqrt (((x ^2) - 1) * ((t ^2) - 1))) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real set
(((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2) is V11() real ext-real M2( REAL )
((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1 is V11() real ext-real M2( REAL )
((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) + (- 1) is V11() real ext-real set
sqrt (((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1) is V11() real ext-real M2( REAL )
((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1)))) is V11() real ext-real M2( REAL )
(((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1)) is V11() real ext-real M2( REAL )
((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1 is V11() real ext-real M2( REAL )
((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) + (- 1) is V11() real ext-real set
sqrt (((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1) is V11() real ext-real M2( REAL )
((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1)))) is V11() real ext-real M2( REAL )
(sqrt (((x ^2) - 1) * ((t ^2) - 1))) + (x * t) is V11() real ext-real M2( REAL )
(sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1)))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) + (x * t)) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1)))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) + (x * t)))) is V11() real ext-real M2( REAL )
(x + (sqrt ((x ^2) - 1))) * (t + (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
log (number_e,((x + (sqrt ((x ^2) - 1))) * (t + (sqrt ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) + ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) + ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)))) + (x * t) is V11() real ext-real M2( REAL )
log (number_e,((((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) + ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)))) + (x * t))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,(x + (sqrt ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
(t) is V11() real ext-real set
t ^2 is V11() real ext-real set
t * t is V11() real ext-real set
(t ^2) - 1 is V11() real ext-real M2( REAL )
(t ^2) + (- 1) is V11() real ext-real set
sqrt ((t ^2) - 1) is V11() real ext-real M2( REAL )
t + (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(t + (sqrt ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,(t + (sqrt ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
(x) + (t) is V11() real ext-real M2( REAL )
x * t is V11() real ext-real M2( REAL )
((x ^2) - 1) * ((t ^2) - 1) is V11() real ext-real M2( REAL )
sqrt (((x ^2) - 1) * ((t ^2) - 1)) is V11() real ext-real M2( REAL )
(x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) is V11() real ext-real set
((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2 is V11() real ext-real set
((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) * ((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real set
(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1 is V11() real ext-real M2( REAL )
(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) + (- 1) is V11() real ext-real set
sqrt ((((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1) is V11() real ext-real M2( REAL )
((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1))))) is V11() real ext-real M2( REAL )
x * (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
t * (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
(x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) ^2 is V11() real ext-real M2( REAL )
((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) * ((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) is V11() real ext-real set
sqrt (((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) ^2) is V11() real ext-real M2( REAL )
(sqrt ((t ^2) - 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((t ^2) - 1)) * (sqrt ((t ^2) - 1)) is V11() real ext-real set
(x ^2) * ((sqrt ((t ^2) - 1)) ^2) is V11() real ext-real M2( REAL )
2 * (x * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
((x ^2) * ((sqrt ((t ^2) - 1)) ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
(t * (sqrt ((x ^2) - 1))) ^2 is V11() real ext-real M2( REAL )
(t * (sqrt ((x ^2) - 1))) * (t * (sqrt ((x ^2) - 1))) is V11() real ext-real set
(((x ^2) * ((sqrt ((t ^2) - 1)) ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t * (sqrt ((x ^2) - 1))) ^2) is V11() real ext-real M2( REAL )
sqrt ((((x ^2) * ((sqrt ((t ^2) - 1)) ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t * (sqrt ((x ^2) - 1))) ^2)) is V11() real ext-real M2( REAL )
(x ^2) * ((t ^2) - 1) is V11() real ext-real M2( REAL )
((x ^2) * ((t ^2) - 1)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
(((x ^2) * ((t ^2) - 1)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t * (sqrt ((x ^2) - 1))) ^2) is V11() real ext-real M2( REAL )
sqrt ((((x ^2) * ((t ^2) - 1)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t * (sqrt ((x ^2) - 1))) ^2)) is V11() real ext-real M2( REAL )
(x ^2) * (t ^2) is V11() real ext-real M2( REAL )
((x ^2) * (t ^2)) - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
((x ^2) * (t ^2)) + (- (x ^2)) is V11() real ext-real set
(((x ^2) * (t ^2)) - (x ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) * (sqrt ((x ^2) - 1)) is V11() real ext-real set
(t ^2) * ((sqrt ((x ^2) - 1)) ^2) is V11() real ext-real M2( REAL )
((((x ^2) * (t ^2)) - (x ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t ^2) * ((sqrt ((x ^2) - 1)) ^2)) is V11() real ext-real M2( REAL )
sqrt (((((x ^2) * (t ^2)) - (x ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t ^2) * ((sqrt ((x ^2) - 1)) ^2))) is V11() real ext-real M2( REAL )
(t ^2) * ((x ^2) - 1) is V11() real ext-real M2( REAL )
((((x ^2) * (t ^2)) - (x ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t ^2) * ((x ^2) - 1)) is V11() real ext-real M2( REAL )
sqrt (((((x ^2) * (t ^2)) - (x ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) + ((t ^2) * ((x ^2) - 1))) is V11() real ext-real M2( REAL )
(x * t) ^2 is V11() real ext-real M2( REAL )
(x * t) * (x * t) is V11() real ext-real set
2 * ((x * t) ^2) is V11() real ext-real M2( REAL )
(2 * ((x * t) ^2)) - (x ^2) is V11() real ext-real M2( REAL )
(2 * ((x * t) ^2)) + (- (x ^2)) is V11() real ext-real set
((2 * ((x * t) ^2)) - (x ^2)) - (t ^2) is V11() real ext-real M2( REAL )
- (t ^2) is V11() real ext-real set
((2 * ((x * t) ^2)) - (x ^2)) + (- (t ^2)) is V11() real ext-real set
(((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + ((2 * (x * (sqrt ((t ^2) - 1)))) * (t * (sqrt ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t) is V11() real ext-real M2( REAL )
log (number_e,((((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t)))) is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
(2 * x) * t is V11() real ext-real M2( REAL )
(sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
((2 * x) * t) * ((sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
(((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * ((sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * ((sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
(sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * ((sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1)))))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
((sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * ((sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1)))))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t) is V11() real ext-real M2( REAL )
log (number_e,(((sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * ((sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1)))))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t))) is V11() real ext-real M2( REAL )
- (log (number_e,(((sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * ((sqrt ((t ^2) - 1)) * (sqrt ((x ^2) - 1)))))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t)))) is V11() real ext-real M2( REAL )
((t ^2) - 1) * ((x ^2) - 1) is V11() real ext-real M2( REAL )
sqrt (((t ^2) - 1) * ((x ^2) - 1)) is V11() real ext-real M2( REAL )
((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1))) is V11() real ext-real M2( REAL )
(((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
(sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1)))))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
((sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1)))))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t) is V11() real ext-real M2( REAL )
log (number_e,(((sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1)))))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t))) is V11() real ext-real M2( REAL )
- (log (number_e,(((sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1)))))) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (x * t)))) is V11() real ext-real M2( REAL )
2 * (x * t) is V11() real ext-real M2( REAL )
(2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
(sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2 is V11() real ext-real M2( REAL )
(sqrt (((x ^2) - 1) * ((t ^2) - 1))) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real set
(((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2) is V11() real ext-real M2( REAL )
((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1 is V11() real ext-real M2( REAL )
((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) + (- 1) is V11() real ext-real set
sqrt (((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1) is V11() real ext-real M2( REAL )
((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1))))) is V11() real ext-real M2( REAL )
(((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1)) is V11() real ext-real M2( REAL )
((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1 is V11() real ext-real M2( REAL )
((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) + (- 1) is V11() real ext-real set
sqrt (((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1) is V11() real ext-real M2( REAL )
((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,(((x * t) + (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) + ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1))))) is V11() real ext-real M2( REAL )
(sqrt (((x ^2) - 1) * ((t ^2) - 1))) + (x * t) is V11() real ext-real M2( REAL )
(sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1)))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) + (x * t)) is V11() real ext-real M2( REAL )
log (number_e,((sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1)))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) + (x * t)))) is V11() real ext-real M2( REAL )
- (log (number_e,((sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (((2 * x) * t) * (sqrt (((t ^2) - 1) * ((x ^2) - 1)))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) + (x * t))))) is V11() real ext-real M2( REAL )
(log (number_e,(x + (sqrt ((x ^2) - 1))))) + (log (number_e,(t + (sqrt ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
(- 1) * ((log (number_e,(x + (sqrt ((x ^2) - 1))))) + (log (number_e,(t + (sqrt ((t ^2) - 1)))))) is V11() real ext-real M2( REAL )
(x + (sqrt ((x ^2) - 1))) * (t + (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
log (number_e,((x + (sqrt ((x ^2) - 1))) * (t + (sqrt ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
(- 1) * (log (number_e,((x + (sqrt ((x ^2) - 1))) * (t + (sqrt ((t ^2) - 1)))))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) + ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) + ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)))) + (x * t) is V11() real ext-real M2( REAL )
log (number_e,((((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) + ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)))) + (x * t))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x * (sqrt ((t ^2) - 1))) + (t * (sqrt ((x ^2) - 1)))) + ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)))) + (x * t)))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
abs x is V11() real ext-real M2( REAL )
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
abs t is V11() real ext-real M2( REAL )
(t) is V11() real ext-real set
t ^2 is V11() real ext-real set
t * t is V11() real ext-real set
(t ^2) - 1 is V11() real ext-real M2( REAL )
(t ^2) + (- 1) is V11() real ext-real set
sqrt ((t ^2) - 1) is V11() real ext-real M2( REAL )
t + (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(t + (sqrt ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
(x) - (t) is V11() real ext-real M2( REAL )
- (t) is V11() real ext-real set
(x) + (- (t)) is V11() real ext-real set
x * t is V11() real ext-real M2( REAL )
((x ^2) - 1) * ((t ^2) - 1) is V11() real ext-real M2( REAL )
sqrt (((x ^2) - 1) * ((t ^2) - 1)) is V11() real ext-real M2( REAL )
(x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
- (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real set
(x * t) + (- (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real set
(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) is V11() real ext-real set
((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2 is V11() real ext-real set
((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) * ((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real set
(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1 is V11() real ext-real M2( REAL )
(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) + (- 1) is V11() real ext-real set
sqrt ((((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1) is V11() real ext-real M2( REAL )
((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1)))) is V11() real ext-real M2( REAL )
t * (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
x * (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
(t * (sqrt ((x ^2) - 1))) - (x * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
- (x * (sqrt ((t ^2) - 1))) is V11() real ext-real set
(t * (sqrt ((x ^2) - 1))) + (- (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
t - (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
- (sqrt ((t ^2) - 1)) is V11() real ext-real set
t + (- (sqrt ((t ^2) - 1))) is V11() real ext-real set
(x + (sqrt ((x ^2) - 1))) / (t + (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(t + (sqrt ((t ^2) - 1))) " is V11() real ext-real set
(x + (sqrt ((x ^2) - 1))) * ((t + (sqrt ((t ^2) - 1))) ") is V11() real ext-real set
log (number_e,((x + (sqrt ((x ^2) - 1))) / (t + (sqrt ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
(x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(t + (sqrt ((t ^2) - 1))) * (t - (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t + (sqrt ((t ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
((t + (sqrt ((t ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) " is V11() real ext-real set
((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) * (((t + (sqrt ((t ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) ") is V11() real ext-real set
log (number_e,(((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t + (sqrt ((t ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))))) is V11() real ext-real M2( REAL )
(sqrt ((t ^2) - 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((t ^2) - 1)) * (sqrt ((t ^2) - 1)) is V11() real ext-real set
(t ^2) - ((sqrt ((t ^2) - 1)) ^2) is V11() real ext-real M2( REAL )
- ((sqrt ((t ^2) - 1)) ^2) is V11() real ext-real set
(t ^2) + (- ((sqrt ((t ^2) - 1)) ^2)) is V11() real ext-real set
((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t ^2) - ((sqrt ((t ^2) - 1)) ^2)) is V11() real ext-real M2( REAL )
((t ^2) - ((sqrt ((t ^2) - 1)) ^2)) " is V11() real ext-real set
((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) * (((t ^2) - ((sqrt ((t ^2) - 1)) ^2)) ") is V11() real ext-real set
log (number_e,(((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t ^2) - ((sqrt ((t ^2) - 1)) ^2)))) is V11() real ext-real M2( REAL )
(t ^2) - ((t ^2) - 1) is V11() real ext-real M2( REAL )
- ((t ^2) - 1) is V11() real ext-real set
(t ^2) + (- ((t ^2) - 1)) is V11() real ext-real set
((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t ^2) - ((t ^2) - 1)) is V11() real ext-real M2( REAL )
((t ^2) - ((t ^2) - 1)) " is V11() real ext-real set
((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) * (((t ^2) - ((t ^2) - 1)) ") is V11() real ext-real set
log (number_e,(((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t ^2) - ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
(x * t) - (x * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(x * t) + (- (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
(((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
- ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1))) is V11() real ext-real set
(((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) + (- ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
log (number_e,((((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
(((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) + (- (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real set
log (number_e,((((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - (x * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) + (- (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
log (number_e,((((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - (x * (sqrt ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
(x * t) ^2 is V11() real ext-real M2( REAL )
(x * t) * (x * t) is V11() real ext-real set
2 * (x * t) is V11() real ext-real M2( REAL )
(2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
- ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real set
((x * t) ^2) + (- ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) is V11() real ext-real set
(sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2 is V11() real ext-real M2( REAL )
(sqrt (((x ^2) - 1) * ((t ^2) - 1))) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real set
(((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2) is V11() real ext-real M2( REAL )
((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1 is V11() real ext-real M2( REAL )
((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) + (- 1) is V11() real ext-real set
sqrt (((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1) is V11() real ext-real M2( REAL )
((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1)))) is V11() real ext-real M2( REAL )
(((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1)) is V11() real ext-real M2( REAL )
((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1 is V11() real ext-real M2( REAL )
((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) + (- 1) is V11() real ext-real set
sqrt (((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1) is V11() real ext-real M2( REAL )
((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1)))) is V11() real ext-real M2( REAL )
2 * ((x * t) ^2) is V11() real ext-real M2( REAL )
(2 * ((x * t) ^2)) - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
(2 * ((x * t) ^2)) + (- (x ^2)) is V11() real ext-real set
((2 * ((x * t) ^2)) - (x ^2)) - (t ^2) is V11() real ext-real M2( REAL )
- (t ^2) is V11() real ext-real set
((2 * ((x * t) ^2)) - (x ^2)) + (- (t ^2)) is V11() real ext-real set
2 * x is V11() real ext-real M2( REAL )
(2 * x) * t is V11() real ext-real M2( REAL )
((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) - (((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
- (((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real set
(((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (- (((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) is V11() real ext-real set
sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) - (((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) - (((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1)))))) is V11() real ext-real M2( REAL )
log (number_e,(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) - (((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1)))))))) is V11() real ext-real M2( REAL )
((t * (sqrt ((x ^2) - 1))) - (x * (sqrt ((t ^2) - 1)))) ^2 is V11() real ext-real M2( REAL )
((t * (sqrt ((x ^2) - 1))) - (x * (sqrt ((t ^2) - 1)))) * ((t * (sqrt ((x ^2) - 1))) - (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
sqrt (((t * (sqrt ((x ^2) - 1))) - (x * (sqrt ((t ^2) - 1)))) ^2) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) * (sqrt ((x ^2) - 1)) is V11() real ext-real set
(t ^2) * ((sqrt ((x ^2) - 1)) ^2) is V11() real ext-real M2( REAL )
2 * (t * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
(2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
((t ^2) * ((sqrt ((x ^2) - 1)) ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
- ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
((t ^2) * ((sqrt ((x ^2) - 1)) ^2)) + (- ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) is V11() real ext-real set
(x * (sqrt ((t ^2) - 1))) ^2 is V11() real ext-real M2( REAL )
(x * (sqrt ((t ^2) - 1))) * (x * (sqrt ((t ^2) - 1))) is V11() real ext-real set
(((t ^2) * ((sqrt ((x ^2) - 1)) ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x * (sqrt ((t ^2) - 1))) ^2) is V11() real ext-real M2( REAL )
sqrt ((((t ^2) * ((sqrt ((x ^2) - 1)) ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x * (sqrt ((t ^2) - 1))) ^2)) is V11() real ext-real M2( REAL )
(t ^2) * ((x ^2) - 1) is V11() real ext-real M2( REAL )
((t ^2) * ((x ^2) - 1)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
((t ^2) * ((x ^2) - 1)) + (- ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) is V11() real ext-real set
(((t ^2) * ((x ^2) - 1)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x * (sqrt ((t ^2) - 1))) ^2) is V11() real ext-real M2( REAL )
sqrt ((((t ^2) * ((x ^2) - 1)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x * (sqrt ((t ^2) - 1))) ^2)) is V11() real ext-real M2( REAL )
((x * t) ^2) - (t ^2) is V11() real ext-real M2( REAL )
((x * t) ^2) + (- (t ^2)) is V11() real ext-real set
(((x * t) ^2) - (t ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
(((x * t) ^2) - (t ^2)) + (- ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) is V11() real ext-real set
(x ^2) * ((sqrt ((t ^2) - 1)) ^2) is V11() real ext-real M2( REAL )
((((x * t) ^2) - (t ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x ^2) * ((sqrt ((t ^2) - 1)) ^2)) is V11() real ext-real M2( REAL )
sqrt (((((x * t) ^2) - (t ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x ^2) * ((sqrt ((t ^2) - 1)) ^2))) is V11() real ext-real M2( REAL )
(x ^2) * ((t ^2) - 1) is V11() real ext-real M2( REAL )
((((x * t) ^2) - (t ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x ^2) * ((t ^2) - 1)) is V11() real ext-real M2( REAL )
sqrt (((((x * t) ^2) - (t ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x ^2) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
((2 * x) * t) * ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) - (((2 * x) * t) * ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
- (((2 * x) * t) * ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
(((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (- (((2 * x) * t) * ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1))))) is V11() real ext-real set
sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) - (((2 * x) * t) * ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
abs x is V11() real ext-real M2( REAL )
(x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,(x + (sqrt ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
abs t is V11() real ext-real M2( REAL )
(t) is V11() real ext-real set
t ^2 is V11() real ext-real set
t * t is V11() real ext-real set
(t ^2) - 1 is V11() real ext-real M2( REAL )
(t ^2) + (- 1) is V11() real ext-real set
sqrt ((t ^2) - 1) is V11() real ext-real M2( REAL )
t + (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(t + (sqrt ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,(t + (sqrt ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
(x) - (t) is V11() real ext-real M2( REAL )
- (t) is V11() real ext-real set
(x) + (- (t)) is V11() real ext-real set
x * t is V11() real ext-real M2( REAL )
((x ^2) - 1) * ((t ^2) - 1) is V11() real ext-real M2( REAL )
sqrt (((x ^2) - 1) * ((t ^2) - 1)) is V11() real ext-real M2( REAL )
(x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
- (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real set
(x * t) + (- (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real set
(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) is V11() real ext-real set
((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2 is V11() real ext-real set
((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) * ((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real set
(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1 is V11() real ext-real M2( REAL )
(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) + (- 1) is V11() real ext-real set
sqrt ((((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1) is V11() real ext-real M2( REAL )
((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) ^2) - 1))))) is V11() real ext-real M2( REAL )
t * (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
x * (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
(t * (sqrt ((x ^2) - 1))) - (x * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
- (x * (sqrt ((t ^2) - 1))) is V11() real ext-real set
(t * (sqrt ((x ^2) - 1))) + (- (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
t - (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
- (sqrt ((t ^2) - 1)) is V11() real ext-real set
t + (- (sqrt ((t ^2) - 1))) is V11() real ext-real set
(x * t) ^2 is V11() real ext-real M2( REAL )
(x * t) * (x * t) is V11() real ext-real set
2 * (x * t) is V11() real ext-real M2( REAL )
(2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
- ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real set
((x * t) ^2) + (- ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) is V11() real ext-real set
(sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2 is V11() real ext-real M2( REAL )
(sqrt (((x ^2) - 1) * ((t ^2) - 1))) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real set
(((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2) is V11() real ext-real M2( REAL )
((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1 is V11() real ext-real M2( REAL )
((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) + (- 1) is V11() real ext-real set
sqrt (((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1) is V11() real ext-real M2( REAL )
((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + ((sqrt (((x ^2) - 1) * ((t ^2) - 1))) ^2)) - 1))))) is V11() real ext-real M2( REAL )
(((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1)) is V11() real ext-real M2( REAL )
((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1 is V11() real ext-real M2( REAL )
((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) + (- 1) is V11() real ext-real set
sqrt (((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1) is V11() real ext-real M2( REAL )
((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt (((((x * t) ^2) - ((2 * (x * t)) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) + (((x ^2) - 1) * ((t ^2) - 1))) - 1))))) is V11() real ext-real M2( REAL )
2 * ((x * t) ^2) is V11() real ext-real M2( REAL )
(2 * ((x * t) ^2)) - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
(2 * ((x * t) ^2)) + (- (x ^2)) is V11() real ext-real set
((2 * ((x * t) ^2)) - (x ^2)) - (t ^2) is V11() real ext-real M2( REAL )
- (t ^2) is V11() real ext-real set
((2 * ((x * t) ^2)) - (x ^2)) + (- (t ^2)) is V11() real ext-real set
2 * x is V11() real ext-real M2( REAL )
(2 * x) * t is V11() real ext-real M2( REAL )
((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) - (((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
- (((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real set
(((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (- (((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) is V11() real ext-real set
sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) - (((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) - (((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1)))))) is V11() real ext-real M2( REAL )
log (number_e,(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) - (((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1)))))))) is V11() real ext-real M2( REAL )
- (log (number_e,(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) - (((2 * x) * t) * (sqrt (((x ^2) - 1) * ((t ^2) - 1))))))))) is V11() real ext-real M2( REAL )
(log (number_e,(x + (sqrt ((x ^2) - 1))))) - (log (number_e,(t + (sqrt ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
- (log (number_e,(t + (sqrt ((t ^2) - 1))))) is V11() real ext-real set
(log (number_e,(x + (sqrt ((x ^2) - 1))))) + (- (log (number_e,(t + (sqrt ((t ^2) - 1)))))) is V11() real ext-real set
- ((log (number_e,(x + (sqrt ((x ^2) - 1))))) - (log (number_e,(t + (sqrt ((t ^2) - 1)))))) is V11() real ext-real M2( REAL )
(x + (sqrt ((x ^2) - 1))) / (t + (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(t + (sqrt ((t ^2) - 1))) " is V11() real ext-real set
(x + (sqrt ((x ^2) - 1))) * ((t + (sqrt ((t ^2) - 1))) ") is V11() real ext-real set
log (number_e,((x + (sqrt ((x ^2) - 1))) / (t + (sqrt ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
- (log (number_e,((x + (sqrt ((x ^2) - 1))) / (t + (sqrt ((t ^2) - 1)))))) is V11() real ext-real M2( REAL )
(x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(t + (sqrt ((t ^2) - 1))) * (t - (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t + (sqrt ((t ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
((t + (sqrt ((t ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) " is V11() real ext-real set
((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) * (((t + (sqrt ((t ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) ") is V11() real ext-real set
log (number_e,(((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t + (sqrt ((t ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))))) is V11() real ext-real M2( REAL )
- (log (number_e,(((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t + (sqrt ((t ^2) - 1))) * (t - (sqrt ((t ^2) - 1))))))) is V11() real ext-real M2( REAL )
(sqrt ((t ^2) - 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((t ^2) - 1)) * (sqrt ((t ^2) - 1)) is V11() real ext-real set
(t ^2) - ((sqrt ((t ^2) - 1)) ^2) is V11() real ext-real M2( REAL )
- ((sqrt ((t ^2) - 1)) ^2) is V11() real ext-real set
(t ^2) + (- ((sqrt ((t ^2) - 1)) ^2)) is V11() real ext-real set
((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t ^2) - ((sqrt ((t ^2) - 1)) ^2)) is V11() real ext-real M2( REAL )
((t ^2) - ((sqrt ((t ^2) - 1)) ^2)) " is V11() real ext-real set
((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) * (((t ^2) - ((sqrt ((t ^2) - 1)) ^2)) ") is V11() real ext-real set
log (number_e,(((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t ^2) - ((sqrt ((t ^2) - 1)) ^2)))) is V11() real ext-real M2( REAL )
- (log (number_e,(((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t ^2) - ((sqrt ((t ^2) - 1)) ^2))))) is V11() real ext-real M2( REAL )
(t ^2) - ((t ^2) - 1) is V11() real ext-real M2( REAL )
- ((t ^2) - 1) is V11() real ext-real set
(t ^2) + (- ((t ^2) - 1)) is V11() real ext-real set
((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t ^2) - ((t ^2) - 1)) is V11() real ext-real M2( REAL )
((t ^2) - ((t ^2) - 1)) " is V11() real ext-real set
((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) * (((t ^2) - ((t ^2) - 1)) ") is V11() real ext-real set
log (number_e,(((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t ^2) - ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,(((x + (sqrt ((x ^2) - 1))) * (t - (sqrt ((t ^2) - 1)))) / ((t ^2) - ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
(x * t) - (x * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(x * t) + (- (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)) is V11() real ext-real M2( REAL )
(((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
- ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1))) is V11() real ext-real set
(((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) + (- ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
log (number_e,((((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)))))) is V11() real ext-real M2( REAL )
(((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - (sqrt (((x ^2) - 1) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) + (- (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) is V11() real ext-real set
log (number_e,((((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - (sqrt (((x ^2) - 1) * ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x * t) - (x * (sqrt ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))))) is V11() real ext-real M2( REAL )
((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - (x * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) + (- (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
log (number_e,((((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - (x * (sqrt ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x * t) - (sqrt (((x ^2) - 1) * ((t ^2) - 1)))) + (t * (sqrt ((x ^2) - 1)))) - (x * (sqrt ((t ^2) - 1)))))) is V11() real ext-real M2( REAL )
((t * (sqrt ((x ^2) - 1))) - (x * (sqrt ((t ^2) - 1)))) ^2 is V11() real ext-real M2( REAL )
((t * (sqrt ((x ^2) - 1))) - (x * (sqrt ((t ^2) - 1)))) * ((t * (sqrt ((x ^2) - 1))) - (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
sqrt (((t * (sqrt ((x ^2) - 1))) - (x * (sqrt ((t ^2) - 1)))) ^2) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) * (sqrt ((x ^2) - 1)) is V11() real ext-real set
(t ^2) * ((sqrt ((x ^2) - 1)) ^2) is V11() real ext-real M2( REAL )
2 * (t * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
(2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
((t ^2) * ((sqrt ((x ^2) - 1)) ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
- ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
((t ^2) * ((sqrt ((x ^2) - 1)) ^2)) + (- ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) is V11() real ext-real set
(x * (sqrt ((t ^2) - 1))) ^2 is V11() real ext-real M2( REAL )
(x * (sqrt ((t ^2) - 1))) * (x * (sqrt ((t ^2) - 1))) is V11() real ext-real set
(((t ^2) * ((sqrt ((x ^2) - 1)) ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x * (sqrt ((t ^2) - 1))) ^2) is V11() real ext-real M2( REAL )
sqrt ((((t ^2) * ((sqrt ((x ^2) - 1)) ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x * (sqrt ((t ^2) - 1))) ^2)) is V11() real ext-real M2( REAL )
(t ^2) * ((x ^2) - 1) is V11() real ext-real M2( REAL )
((t ^2) * ((x ^2) - 1)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
((t ^2) * ((x ^2) - 1)) + (- ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) is V11() real ext-real set
(((t ^2) * ((x ^2) - 1)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x * (sqrt ((t ^2) - 1))) ^2) is V11() real ext-real M2( REAL )
sqrt ((((t ^2) * ((x ^2) - 1)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x * (sqrt ((t ^2) - 1))) ^2)) is V11() real ext-real M2( REAL )
((x * t) ^2) - (t ^2) is V11() real ext-real M2( REAL )
((x * t) ^2) + (- (t ^2)) is V11() real ext-real set
(((x * t) ^2) - (t ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
(((x * t) ^2) - (t ^2)) + (- ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) is V11() real ext-real set
(x ^2) * ((sqrt ((t ^2) - 1)) ^2) is V11() real ext-real M2( REAL )
((((x * t) ^2) - (t ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x ^2) * ((sqrt ((t ^2) - 1)) ^2)) is V11() real ext-real M2( REAL )
sqrt (((((x * t) ^2) - (t ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x ^2) * ((sqrt ((t ^2) - 1)) ^2))) is V11() real ext-real M2( REAL )
(x ^2) * ((t ^2) - 1) is V11() real ext-real M2( REAL )
((((x * t) ^2) - (t ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x ^2) * ((t ^2) - 1)) is V11() real ext-real M2( REAL )
sqrt (((((x * t) ^2) - (t ^2)) - ((2 * (t * (sqrt ((x ^2) - 1)))) * (x * (sqrt ((t ^2) - 1))))) + ((x ^2) * ((t ^2) - 1))) is V11() real ext-real M2( REAL )
((2 * x) * t) * ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1))) is V11() real ext-real M2( REAL )
(((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) - (((2 * x) * t) * ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)))) is V11() real ext-real M2( REAL )
- (((2 * x) * t) * ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1)))) is V11() real ext-real set
(((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) + (- (((2 * x) * t) * ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1))))) is V11() real ext-real set
sqrt ((((2 * ((x * t) ^2)) - (x ^2)) - (t ^2)) - (((2 * x) * t) * ((sqrt ((x ^2) - 1)) * (sqrt ((t ^2) - 1))))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x) is V11() real ext-real set
1 + x is V11() real ext-real M2( REAL )
1 - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
1 + (- x) is V11() real ext-real set
(1 + x) / (1 - x) is V11() real ext-real M2( REAL )
(1 - x) " is V11() real ext-real set
(1 + x) * ((1 - x) ") is V11() real ext-real set
log (number_e,((1 + x) / (1 - x))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + x) / (1 - x)))) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
t ^2 is V11() real ext-real set
t * t is V11() real ext-real set
(t) is V11() real ext-real set
1 + t is V11() real ext-real M2( REAL )
1 - t is V11() real ext-real M2( REAL )
- t is V11() real ext-real set
1 + (- t) is V11() real ext-real set
(1 + t) / (1 - t) is V11() real ext-real M2( REAL )
(1 - t) " is V11() real ext-real set
(1 + t) * ((1 - t) ") is V11() real ext-real set
log (number_e,((1 + t) / (1 - t))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + t) / (1 - t)))) is V11() real ext-real M2( REAL )
(x) + (t) is V11() real ext-real M2( REAL )
x + t is V11() real ext-real M2( REAL )
x * t is V11() real ext-real M2( REAL )
1 + (x * t) is V11() real ext-real M2( REAL )
(x + t) / (1 + (x * t)) is V11() real ext-real M2( REAL )
(1 + (x * t)) " is V11() real ext-real set
(x + t) * ((1 + (x * t)) ") is V11() real ext-real set
(((x + t) / (1 + (x * t)))) is V11() real ext-real set
1 + ((x + t) / (1 + (x * t))) is V11() real ext-real M2( REAL )
1 - ((x + t) / (1 + (x * t))) is V11() real ext-real M2( REAL )
- ((x + t) / (1 + (x * t))) is V11() real ext-real set
1 + (- ((x + t) / (1 + (x * t)))) is V11() real ext-real set
(1 + ((x + t) / (1 + (x * t)))) / (1 - ((x + t) / (1 + (x * t)))) is V11() real ext-real M2( REAL )
(1 - ((x + t) / (1 + (x * t)))) " is V11() real ext-real set
(1 + ((x + t) / (1 + (x * t)))) * ((1 - ((x + t) / (1 + (x * t)))) ") is V11() real ext-real set
log (number_e,((1 + ((x + t) / (1 + (x * t)))) / (1 - ((x + t) / (1 + (x * t)))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + ((x + t) / (1 + (x * t)))) / (1 - ((x + t) / (1 + (x * t))))))) is V11() real ext-real M2( REAL )
(log (number_e,((1 + x) / (1 - x)))) + (log (number_e,((1 + t) / (1 - t)))) is V11() real ext-real M2( REAL )
(1 / 2) * ((log (number_e,((1 + x) / (1 - x)))) + (log (number_e,((1 + t) / (1 - t))))) is V11() real ext-real M2( REAL )
((1 + x) / (1 - x)) * ((1 + t) / (1 - t)) is V11() real ext-real M2( REAL )
log (number_e,(((1 + x) / (1 - x)) * ((1 + t) / (1 - t)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((1 + x) / (1 - x)) * ((1 + t) / (1 - t))))) is V11() real ext-real M2( REAL )
(1 + x) * (1 + t) is V11() real ext-real M2( REAL )
(1 - x) * (1 - t) is V11() real ext-real M2( REAL )
((1 + x) * (1 + t)) / ((1 - x) * (1 - t)) is V11() real ext-real M2( REAL )
((1 - x) * (1 - t)) " is V11() real ext-real set
((1 + x) * (1 + t)) * (((1 - x) * (1 - t)) ") is V11() real ext-real set
log (number_e,(((1 + x) * (1 + t)) / ((1 - x) * (1 - t)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((1 + x) * (1 + t)) / ((1 - x) * (1 - t))))) is V11() real ext-real M2( REAL )
(1 + x) + t is V11() real ext-real M2( REAL )
((1 + x) + t) + (x * t) is V11() real ext-real M2( REAL )
(1 + (x * t)) - x is V11() real ext-real M2( REAL )
(1 + (x * t)) + (- x) is V11() real ext-real set
((1 + (x * t)) - x) - t is V11() real ext-real M2( REAL )
((1 + (x * t)) - x) + (- t) is V11() real ext-real set
(((1 + x) + t) + (x * t)) / (((1 + (x * t)) - x) - t) is V11() real ext-real M2( REAL )
(((1 + (x * t)) - x) - t) " is V11() real ext-real set
(((1 + x) + t) + (x * t)) * ((((1 + (x * t)) - x) - t) ") is V11() real ext-real set
log (number_e,((((1 + x) + t) + (x * t)) / (((1 + (x * t)) - x) - t))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((((1 + x) + t) + (x * t)) / (((1 + (x * t)) - x) - t)))) is V11() real ext-real M2( REAL )
(x * t) + 1 is V11() real ext-real M2( REAL )
(1 + (x * t)) * 1 is V11() real ext-real M2( REAL )
(x + t) + ((1 + (x * t)) * 1) is V11() real ext-real M2( REAL )
((x + t) + ((1 + (x * t)) * 1)) / (1 + (x * t)) is V11() real ext-real M2( REAL )
((x + t) + ((1 + (x * t)) * 1)) * ((1 + (x * t)) ") is V11() real ext-real set
(((x + t) + ((1 + (x * t)) * 1)) / (1 + (x * t))) / (1 - ((x + t) / (1 + (x * t)))) is V11() real ext-real M2( REAL )
(((x + t) + ((1 + (x * t)) * 1)) / (1 + (x * t))) * ((1 - ((x + t) / (1 + (x * t)))) ") is V11() real ext-real set
log (number_e,((((x + t) + ((1 + (x * t)) * 1)) / (1 + (x * t))) / (1 - ((x + t) / (1 + (x * t)))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((((x + t) + ((1 + (x * t)) * 1)) / (1 + (x * t))) / (1 - ((x + t) / (1 + (x * t))))))) is V11() real ext-real M2( REAL )
(x + t) + 1 is V11() real ext-real M2( REAL )
((x + t) + 1) + (x * t) is V11() real ext-real M2( REAL )
(((x + t) + 1) + (x * t)) / (1 + (x * t)) is V11() real ext-real M2( REAL )
(((x + t) + 1) + (x * t)) * ((1 + (x * t)) ") is V11() real ext-real set
1 * (1 + (x * t)) is V11() real ext-real M2( REAL )
(1 * (1 + (x * t))) - (x + t) is V11() real ext-real M2( REAL )
- (x + t) is V11() real ext-real set
(1 * (1 + (x * t))) + (- (x + t)) is V11() real ext-real set
((1 * (1 + (x * t))) - (x + t)) / (1 + (x * t)) is V11() real ext-real M2( REAL )
((1 * (1 + (x * t))) - (x + t)) * ((1 + (x * t)) ") is V11() real ext-real set
((((x + t) + 1) + (x * t)) / (1 + (x * t))) / (((1 * (1 + (x * t))) - (x + t)) / (1 + (x * t))) is V11() real ext-real M2( REAL )
(((1 * (1 + (x * t))) - (x + t)) / (1 + (x * t))) " is V11() real ext-real set
((((x + t) + 1) + (x * t)) / (1 + (x * t))) * ((((1 * (1 + (x * t))) - (x + t)) / (1 + (x * t))) ") is V11() real ext-real set
log (number_e,(((((x + t) + 1) + (x * t)) / (1 + (x * t))) / (((1 * (1 + (x * t))) - (x + t)) / (1 + (x * t))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((((x + t) + 1) + (x * t)) / (1 + (x * t))) / (((1 * (1 + (x * t))) - (x + t)) / (1 + (x * t)))))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x) is V11() real ext-real set
1 + x is V11() real ext-real M2( REAL )
1 - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
1 + (- x) is V11() real ext-real set
(1 + x) / (1 - x) is V11() real ext-real M2( REAL )
(1 - x) " is V11() real ext-real set
(1 + x) * ((1 - x) ") is V11() real ext-real set
log (number_e,((1 + x) / (1 - x))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + x) / (1 - x)))) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
t ^2 is V11() real ext-real set
t * t is V11() real ext-real set
(t) is V11() real ext-real set
1 + t is V11() real ext-real M2( REAL )
1 - t is V11() real ext-real M2( REAL )
- t is V11() real ext-real set
1 + (- t) is V11() real ext-real set
(1 + t) / (1 - t) is V11() real ext-real M2( REAL )
(1 - t) " is V11() real ext-real set
(1 + t) * ((1 - t) ") is V11() real ext-real set
log (number_e,((1 + t) / (1 - t))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + t) / (1 - t)))) is V11() real ext-real M2( REAL )
(x) - (t) is V11() real ext-real M2( REAL )
- (t) is V11() real ext-real set
(x) + (- (t)) is V11() real ext-real set
x - t is V11() real ext-real M2( REAL )
x + (- t) is V11() real ext-real set
x * t is V11() real ext-real M2( REAL )
1 - (x * t) is V11() real ext-real M2( REAL )
- (x * t) is V11() real ext-real set
1 + (- (x * t)) is V11() real ext-real set
(x - t) / (1 - (x * t)) is V11() real ext-real M2( REAL )
(1 - (x * t)) " is V11() real ext-real set
(x - t) * ((1 - (x * t)) ") is V11() real ext-real set
(((x - t) / (1 - (x * t)))) is V11() real ext-real set
1 + ((x - t) / (1 - (x * t))) is V11() real ext-real M2( REAL )
1 - ((x - t) / (1 - (x * t))) is V11() real ext-real M2( REAL )
- ((x - t) / (1 - (x * t))) is V11() real ext-real set
1 + (- ((x - t) / (1 - (x * t)))) is V11() real ext-real set
(1 + ((x - t) / (1 - (x * t)))) / (1 - ((x - t) / (1 - (x * t)))) is V11() real ext-real M2( REAL )
(1 - ((x - t) / (1 - (x * t)))) " is V11() real ext-real set
(1 + ((x - t) / (1 - (x * t)))) * ((1 - ((x - t) / (1 - (x * t)))) ") is V11() real ext-real set
log (number_e,((1 + ((x - t) / (1 - (x * t)))) / (1 - ((x - t) / (1 - (x * t)))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + ((x - t) / (1 - (x * t)))) / (1 - ((x - t) / (1 - (x * t))))))) is V11() real ext-real M2( REAL )
(log (number_e,((1 + x) / (1 - x)))) - (log (number_e,((1 + t) / (1 - t)))) is V11() real ext-real M2( REAL )
- (log (number_e,((1 + t) / (1 - t)))) is V11() real ext-real set
(log (number_e,((1 + x) / (1 - x)))) + (- (log (number_e,((1 + t) / (1 - t))))) is V11() real ext-real set
(1 / 2) * ((log (number_e,((1 + x) / (1 - x)))) - (log (number_e,((1 + t) / (1 - t))))) is V11() real ext-real M2( REAL )
((1 + x) / (1 - x)) / ((1 + t) / (1 - t)) is V11() real ext-real M2( REAL )
((1 + t) / (1 - t)) " is V11() real ext-real set
((1 + x) / (1 - x)) * (((1 + t) / (1 - t)) ") is V11() real ext-real set
log (number_e,(((1 + x) / (1 - x)) / ((1 + t) / (1 - t)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((1 + x) / (1 - x)) / ((1 + t) / (1 - t))))) is V11() real ext-real M2( REAL )
(1 + x) * (1 - t) is V11() real ext-real M2( REAL )
(1 - x) * (1 + t) is V11() real ext-real M2( REAL )
((1 + x) * (1 - t)) / ((1 - x) * (1 + t)) is V11() real ext-real M2( REAL )
((1 - x) * (1 + t)) " is V11() real ext-real set
((1 + x) * (1 - t)) * (((1 - x) * (1 + t)) ") is V11() real ext-real set
log (number_e,(((1 + x) * (1 - t)) / ((1 - x) * (1 + t)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((1 + x) * (1 - t)) / ((1 - x) * (1 + t))))) is V11() real ext-real M2( REAL )
(1 - t) + x is V11() real ext-real M2( REAL )
((1 - t) + x) - (x * t) is V11() real ext-real M2( REAL )
((1 - t) + x) + (- (x * t)) is V11() real ext-real set
(1 + t) - x is V11() real ext-real M2( REAL )
(1 + t) + (- x) is V11() real ext-real set
((1 + t) - x) - (x * t) is V11() real ext-real M2( REAL )
((1 + t) - x) + (- (x * t)) is V11() real ext-real set
(((1 - t) + x) - (x * t)) / (((1 + t) - x) - (x * t)) is V11() real ext-real M2( REAL )
(((1 + t) - x) - (x * t)) " is V11() real ext-real set
(((1 - t) + x) - (x * t)) * ((((1 + t) - x) - (x * t)) ") is V11() real ext-real set
log (number_e,((((1 - t) + x) - (x * t)) / (((1 + t) - x) - (x * t)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((((1 - t) + x) - (x * t)) / (((1 + t) - x) - (x * t))))) is V11() real ext-real M2( REAL )
(1 - (x * t)) * 1 is V11() real ext-real M2( REAL )
(x - t) + ((1 - (x * t)) * 1) is V11() real ext-real M2( REAL )
((x - t) + ((1 - (x * t)) * 1)) / (1 - (x * t)) is V11() real ext-real M2( REAL )
((x - t) + ((1 - (x * t)) * 1)) * ((1 - (x * t)) ") is V11() real ext-real set
(((x - t) + ((1 - (x * t)) * 1)) / (1 - (x * t))) / (1 - ((x - t) / (1 - (x * t)))) is V11() real ext-real M2( REAL )
(((x - t) + ((1 - (x * t)) * 1)) / (1 - (x * t))) * ((1 - ((x - t) / (1 - (x * t)))) ") is V11() real ext-real set
log (number_e,((((x - t) + ((1 - (x * t)) * 1)) / (1 - (x * t))) / (1 - ((x - t) / (1 - (x * t)))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((((x - t) + ((1 - (x * t)) * 1)) / (1 - (x * t))) / (1 - ((x - t) / (1 - (x * t))))))) is V11() real ext-real M2( REAL )
(x - t) + 1 is V11() real ext-real M2( REAL )
((x - t) + 1) - (x * t) is V11() real ext-real M2( REAL )
((x - t) + 1) + (- (x * t)) is V11() real ext-real set
(((x - t) + 1) - (x * t)) / (1 - (x * t)) is V11() real ext-real M2( REAL )
(((x - t) + 1) - (x * t)) * ((1 - (x * t)) ") is V11() real ext-real set
1 * (1 - (x * t)) is V11() real ext-real M2( REAL )
(1 * (1 - (x * t))) - (x - t) is V11() real ext-real M2( REAL )
- (x - t) is V11() real ext-real set
(1 * (1 - (x * t))) + (- (x - t)) is V11() real ext-real set
((1 * (1 - (x * t))) - (x - t)) / (1 - (x * t)) is V11() real ext-real M2( REAL )
((1 * (1 - (x * t))) - (x - t)) * ((1 - (x * t)) ") is V11() real ext-real set
((((x - t) + 1) - (x * t)) / (1 - (x * t))) / (((1 * (1 - (x * t))) - (x - t)) / (1 - (x * t))) is V11() real ext-real M2( REAL )
(((1 * (1 - (x * t))) - (x - t)) / (1 - (x * t))) " is V11() real ext-real set
((((x - t) + 1) - (x * t)) / (1 - (x * t))) * ((((1 * (1 - (x * t))) - (x - t)) / (1 - (x * t))) ") is V11() real ext-real set
log (number_e,(((((x - t) + 1) - (x * t)) / (1 - (x * t))) / (((1 * (1 - (x * t))) - (x - t)) / (1 - (x * t))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((((x - t) + 1) - (x * t)) / (1 - (x * t))) / (((1 * (1 - (x * t))) - (x - t)) / (1 - (x * t)))))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
log (number_e,x) is V11() real ext-real set
x - 1 is V11() real ext-real M2( REAL )
x + (- 1) is V11() real ext-real set
x + 1 is V11() real ext-real M2( REAL )
(x - 1) / (x + 1) is V11() real ext-real M2( REAL )
(x + 1) " is V11() real ext-real set
(x - 1) * ((x + 1) ") is V11() real ext-real set
(((x - 1) / (x + 1))) is V11() real ext-real set
1 + ((x - 1) / (x + 1)) is V11() real ext-real M2( REAL )
1 - ((x - 1) / (x + 1)) is V11() real ext-real M2( REAL )
- ((x - 1) / (x + 1)) is V11() real ext-real set
1 + (- ((x - 1) / (x + 1))) is V11() real ext-real set
(1 + ((x - 1) / (x + 1))) / (1 - ((x - 1) / (x + 1))) is V11() real ext-real M2( REAL )
(1 - ((x - 1) / (x + 1))) " is V11() real ext-real set
(1 + ((x - 1) / (x + 1))) * ((1 - ((x - 1) / (x + 1))) ") is V11() real ext-real set
log (number_e,((1 + ((x - 1) / (x + 1))) / (1 - ((x - 1) / (x + 1))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + ((x - 1) / (x + 1))) / (1 - ((x - 1) / (x + 1)))))) is V11() real ext-real M2( REAL )
2 * (((x - 1) / (x + 1))) is V11() real ext-real M2( REAL )
(x + 1) * 1 is V11() real ext-real M2( REAL )
(x - 1) + ((x + 1) * 1) is V11() real ext-real M2( REAL )
((x - 1) + ((x + 1) * 1)) / (x + 1) is V11() real ext-real M2( REAL )
((x - 1) + ((x + 1) * 1)) * ((x + 1) ") is V11() real ext-real set
(((x - 1) + ((x + 1) * 1)) / (x + 1)) / (1 - ((x - 1) / (x + 1))) is V11() real ext-real M2( REAL )
(((x - 1) + ((x + 1) * 1)) / (x + 1)) * ((1 - ((x - 1) / (x + 1))) ") is V11() real ext-real set
log (number_e,((((x - 1) + ((x + 1) * 1)) / (x + 1)) / (1 - ((x - 1) / (x + 1))))) is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
(2 * x) / (x + 1) is V11() real ext-real M2( REAL )
(2 * x) * ((x + 1) ") is V11() real ext-real set
1 * (x + 1) is V11() real ext-real M2( REAL )
(1 * (x + 1)) - (x - 1) is V11() real ext-real M2( REAL )
- (x - 1) is V11() real ext-real set
(1 * (x + 1)) + (- (x - 1)) is V11() real ext-real set
((1 * (x + 1)) - (x - 1)) / (x + 1) is V11() real ext-real M2( REAL )
((1 * (x + 1)) - (x - 1)) * ((x + 1) ") is V11() real ext-real set
((2 * x) / (x + 1)) / (((1 * (x + 1)) - (x - 1)) / (x + 1)) is V11() real ext-real M2( REAL )
(((1 * (x + 1)) - (x - 1)) / (x + 1)) " is V11() real ext-real set
((2 * x) / (x + 1)) * ((((1 * (x + 1)) - (x - 1)) / (x + 1)) ") is V11() real ext-real set
log (number_e,(((2 * x) / (x + 1)) / (((1 * (x + 1)) - (x - 1)) / (x + 1)))) is V11() real ext-real M2( REAL )
(2 * x) / 2 is V11() real ext-real M2( REAL )
(2 * x) * (2 ") is V11() real ext-real set
log (number_e,((2 * x) / 2)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
log (number_e,x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
((x ^2) - 1) / ((x ^2) + 1) is V11() real ext-real M2( REAL )
((x ^2) + 1) " is V11() real ext-real set
((x ^2) - 1) * (((x ^2) + 1) ") is V11() real ext-real set
((((x ^2) - 1) / ((x ^2) + 1))) is V11() real ext-real set
1 + (((x ^2) - 1) / ((x ^2) + 1)) is V11() real ext-real M2( REAL )
1 - (((x ^2) - 1) / ((x ^2) + 1)) is V11() real ext-real M2( REAL )
- (((x ^2) - 1) / ((x ^2) + 1)) is V11() real ext-real set
1 + (- (((x ^2) - 1) / ((x ^2) + 1))) is V11() real ext-real set
(1 + (((x ^2) - 1) / ((x ^2) + 1))) / (1 - (((x ^2) - 1) / ((x ^2) + 1))) is V11() real ext-real M2( REAL )
(1 - (((x ^2) - 1) / ((x ^2) + 1))) " is V11() real ext-real set
(1 + (((x ^2) - 1) / ((x ^2) + 1))) * ((1 - (((x ^2) - 1) / ((x ^2) + 1))) ") is V11() real ext-real set
log (number_e,((1 + (((x ^2) - 1) / ((x ^2) + 1))) / (1 - (((x ^2) - 1) / ((x ^2) + 1))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + (((x ^2) - 1) / ((x ^2) + 1))) / (1 - (((x ^2) - 1) / ((x ^2) + 1)))))) is V11() real ext-real M2( REAL )
((x ^2) + 1) * 1 is V11() real ext-real M2( REAL )
((x ^2) - 1) + (((x ^2) + 1) * 1) is V11() real ext-real M2( REAL )
(((x ^2) - 1) + (((x ^2) + 1) * 1)) / ((x ^2) + 1) is V11() real ext-real M2( REAL )
(((x ^2) - 1) + (((x ^2) + 1) * 1)) * (((x ^2) + 1) ") is V11() real ext-real set
((((x ^2) - 1) + (((x ^2) + 1) * 1)) / ((x ^2) + 1)) / (1 - (((x ^2) - 1) / ((x ^2) + 1))) is V11() real ext-real M2( REAL )
((((x ^2) - 1) + (((x ^2) + 1) * 1)) / ((x ^2) + 1)) * ((1 - (((x ^2) - 1) / ((x ^2) + 1))) ") is V11() real ext-real set
log (number_e,(((((x ^2) - 1) + (((x ^2) + 1) * 1)) / ((x ^2) + 1)) / (1 - (((x ^2) - 1) / ((x ^2) + 1))))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((((x ^2) - 1) + (((x ^2) + 1) * 1)) / ((x ^2) + 1)) / (1 - (((x ^2) - 1) / ((x ^2) + 1)))))) is V11() real ext-real M2( REAL )
2 * (x ^2) is V11() real ext-real M2( REAL )
(2 * (x ^2)) / ((x ^2) + 1) is V11() real ext-real M2( REAL )
(2 * (x ^2)) * (((x ^2) + 1) ") is V11() real ext-real set
1 * ((x ^2) + 1) is V11() real ext-real M2( REAL )
(1 * ((x ^2) + 1)) - ((x ^2) - 1) is V11() real ext-real M2( REAL )
- ((x ^2) - 1) is V11() real ext-real set
(1 * ((x ^2) + 1)) + (- ((x ^2) - 1)) is V11() real ext-real set
((1 * ((x ^2) + 1)) - ((x ^2) - 1)) / ((x ^2) + 1) is V11() real ext-real M2( REAL )
((1 * ((x ^2) + 1)) - ((x ^2) - 1)) * (((x ^2) + 1) ") is V11() real ext-real set
((2 * (x ^2)) / ((x ^2) + 1)) / (((1 * ((x ^2) + 1)) - ((x ^2) - 1)) / ((x ^2) + 1)) is V11() real ext-real M2( REAL )
(((1 * ((x ^2) + 1)) - ((x ^2) - 1)) / ((x ^2) + 1)) " is V11() real ext-real set
((2 * (x ^2)) / ((x ^2) + 1)) * ((((1 * ((x ^2) + 1)) - ((x ^2) - 1)) / ((x ^2) + 1)) ") is V11() real ext-real set
log (number_e,(((2 * (x ^2)) / ((x ^2) + 1)) / (((1 * ((x ^2) + 1)) - ((x ^2) - 1)) / ((x ^2) + 1)))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,(((2 * (x ^2)) / ((x ^2) + 1)) / (((1 * ((x ^2) + 1)) - ((x ^2) - 1)) / ((x ^2) + 1))))) is V11() real ext-real M2( REAL )
(2 * (x ^2)) / 2 is V11() real ext-real M2( REAL )
(2 * (x ^2)) * (2 ") is V11() real ext-real set
log (number_e,((2 * (x ^2)) / 2)) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((2 * (x ^2)) / 2))) is V11() real ext-real M2( REAL )
x to_power 2 is V11() real ext-real set
log (number_e,(x to_power 2)) is V11() real ext-real set
(1 / 2) * (log (number_e,(x to_power 2))) is V11() real ext-real M2( REAL )
2 * (log (number_e,x)) is V11() real ext-real M2( REAL )
(1 / 2) * (2 * (log (number_e,x))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
log (number_e,x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
((x ^2) + 1) / (2 * x) is V11() real ext-real M2( REAL )
(2 * x) " is V11() real ext-real set
((x ^2) + 1) * ((2 * x) ") is V11() real ext-real set
((((x ^2) + 1) / (2 * x))) is V11() real ext-real set
(((x ^2) + 1) / (2 * x)) ^2 is V11() real ext-real set
(((x ^2) + 1) / (2 * x)) * (((x ^2) + 1) / (2 * x)) is V11() real ext-real set
((((x ^2) + 1) / (2 * x)) ^2) - 1 is V11() real ext-real M2( REAL )
((((x ^2) + 1) / (2 * x)) ^2) + (- 1) is V11() real ext-real set
sqrt (((((x ^2) + 1) / (2 * x)) ^2) - 1) is V11() real ext-real M2( REAL )
(((x ^2) + 1) / (2 * x)) + (sqrt (((((x ^2) + 1) / (2 * x)) ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) + 1) / (2 * x)) + (sqrt (((((x ^2) + 1) / (2 * x)) ^2) - 1)))) is V11() real ext-real M2( REAL )
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
1 - 1 is V11() real ext-real V33() V34() M2( INT )
1 + (- 1) is V11() real ext-real set
1 * 2 is natural V11() real ext-real non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(2 * x) ^2 is V11() real ext-real M2( REAL )
(2 * x) * (2 * x) is V11() real ext-real set
1 ^2 is V11() real ext-real M2( REAL )
1 * 1 is V11() real ext-real non negative set
((x ^2) + 1) ^2 is V11() real ext-real M2( REAL )
((x ^2) + 1) * ((x ^2) + 1) is V11() real ext-real set
(((x ^2) + 1) ^2) / ((2 * x) ^2) is V11() real ext-real M2( REAL )
((2 * x) ^2) " is V11() real ext-real set
(((x ^2) + 1) ^2) * (((2 * x) ^2) ") is V11() real ext-real set
((((x ^2) + 1) ^2) / ((2 * x) ^2)) - 1 is V11() real ext-real M2( REAL )
((((x ^2) + 1) ^2) / ((2 * x) ^2)) + (- 1) is V11() real ext-real set
sqrt (((((x ^2) + 1) ^2) / ((2 * x) ^2)) - 1) is V11() real ext-real M2( REAL )
(((x ^2) + 1) / (2 * x)) + (sqrt (((((x ^2) + 1) ^2) / ((2 * x) ^2)) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) + 1) / (2 * x)) + (sqrt (((((x ^2) + 1) ^2) / ((2 * x) ^2)) - 1)))) is V11() real ext-real M2( REAL )
(x ^2) ^2 is V11() real ext-real set
(x ^2) * (x ^2) is V11() real ext-real set
2 * (x ^2) is V11() real ext-real M2( REAL )
((x ^2) ^2) + (2 * (x ^2)) is V11() real ext-real M2( REAL )
(((x ^2) ^2) + (2 * (x ^2))) + 1 is V11() real ext-real M2( REAL )
1 * ((2 * x) ^2) is V11() real ext-real M2( REAL )
((((x ^2) ^2) + (2 * (x ^2))) + 1) - (1 * ((2 * x) ^2)) is V11() real ext-real M2( REAL )
- (1 * ((2 * x) ^2)) is V11() real ext-real set
((((x ^2) ^2) + (2 * (x ^2))) + 1) + (- (1 * ((2 * x) ^2))) is V11() real ext-real set
(((((x ^2) ^2) + (2 * (x ^2))) + 1) - (1 * ((2 * x) ^2))) / ((2 * x) ^2) is V11() real ext-real M2( REAL )
(((((x ^2) ^2) + (2 * (x ^2))) + 1) - (1 * ((2 * x) ^2))) * (((2 * x) ^2) ") is V11() real ext-real set
sqrt ((((((x ^2) ^2) + (2 * (x ^2))) + 1) - (1 * ((2 * x) ^2))) / ((2 * x) ^2)) is V11() real ext-real M2( REAL )
(((x ^2) + 1) / (2 * x)) + (sqrt ((((((x ^2) ^2) + (2 * (x ^2))) + 1) - (1 * ((2 * x) ^2))) / ((2 * x) ^2))) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) + 1) / (2 * x)) + (sqrt ((((((x ^2) ^2) + (2 * (x ^2))) + 1) - (1 * ((2 * x) ^2))) / ((2 * x) ^2))))) is V11() real ext-real M2( REAL )
((x ^2) - 1) ^2 is V11() real ext-real M2( REAL )
((x ^2) - 1) * ((x ^2) - 1) is V11() real ext-real set
sqrt (((x ^2) - 1) ^2) is V11() real ext-real M2( REAL )
sqrt ((2 * x) ^2) is V11() real ext-real M2( REAL )
(sqrt (((x ^2) - 1) ^2)) / (sqrt ((2 * x) ^2)) is V11() real ext-real M2( REAL )
(sqrt ((2 * x) ^2)) " is V11() real ext-real set
(sqrt (((x ^2) - 1) ^2)) * ((sqrt ((2 * x) ^2)) ") is V11() real ext-real set
(((x ^2) + 1) / (2 * x)) + ((sqrt (((x ^2) - 1) ^2)) / (sqrt ((2 * x) ^2))) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) + 1) / (2 * x)) + ((sqrt (((x ^2) - 1) ^2)) / (sqrt ((2 * x) ^2))))) is V11() real ext-real M2( REAL )
((x ^2) - 1) / (sqrt ((2 * x) ^2)) is V11() real ext-real M2( REAL )
((x ^2) - 1) * ((sqrt ((2 * x) ^2)) ") is V11() real ext-real set
(((x ^2) + 1) / (2 * x)) + (((x ^2) - 1) / (sqrt ((2 * x) ^2))) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) + 1) / (2 * x)) + (((x ^2) - 1) / (sqrt ((2 * x) ^2))))) is V11() real ext-real M2( REAL )
((x ^2) - 1) / (2 * x) is V11() real ext-real M2( REAL )
((x ^2) - 1) * ((2 * x) ") is V11() real ext-real set
(((x ^2) + 1) / (2 * x)) + (((x ^2) - 1) / (2 * x)) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) + 1) / (2 * x)) + (((x ^2) - 1) / (2 * x)))) is V11() real ext-real M2( REAL )
((x ^2) + 1) + ((x ^2) - 1) is V11() real ext-real M2( REAL )
(((x ^2) + 1) + ((x ^2) - 1)) / (2 * x) is V11() real ext-real M2( REAL )
(((x ^2) + 1) + ((x ^2) - 1)) * ((2 * x) ") is V11() real ext-real set
log (number_e,((((x ^2) + 1) + ((x ^2) - 1)) / (2 * x))) is V11() real ext-real M2( REAL )
(2 * (x ^2)) / (2 * x) is V11() real ext-real M2( REAL )
(2 * (x ^2)) * ((2 * x) ") is V11() real ext-real set
log (number_e,((2 * (x ^2)) / (2 * x))) is V11() real ext-real M2( REAL )
x * x is V11() real ext-real M2( REAL )
(x * x) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(x * x) * (x ") is V11() real ext-real set
log (number_e,((x * x) / x)) is V11() real ext-real M2( REAL )
x / x is V11() real ext-real M2( REAL )
x * (x ") is V11() real ext-real set
x / (x / x) is V11() real ext-real M2( REAL )
(x / x) " is V11() real ext-real set
x * ((x / x) ") is V11() real ext-real set
log (number_e,(x / (x / x))) is V11() real ext-real M2( REAL )
x / 1 is V11() real ext-real M2( REAL )
1 " is V1() V11() real ext-real positive non negative set
x * (1 ") is V11() real ext-real set
log (number_e,(x / 1)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
((x ^2) + 1) / (2 * x) is V11() real ext-real M2( REAL )
(2 * x) " is V11() real ext-real set
((x ^2) + 1) * ((2 * x) ") is V11() real ext-real set
log (number_e,x) is V11() real ext-real set
((((x ^2) + 1) / (2 * x))) is V11() real ext-real set
(((x ^2) + 1) / (2 * x)) ^2 is V11() real ext-real set
(((x ^2) + 1) / (2 * x)) * (((x ^2) + 1) / (2 * x)) is V11() real ext-real set
((((x ^2) + 1) / (2 * x)) ^2) - 1 is V11() real ext-real M2( REAL )
((((x ^2) + 1) / (2 * x)) ^2) + (- 1) is V11() real ext-real set
sqrt (((((x ^2) + 1) / (2 * x)) ^2) - 1) is V11() real ext-real M2( REAL )
(((x ^2) + 1) / (2 * x)) + (sqrt (((((x ^2) + 1) / (2 * x)) ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) + 1) / (2 * x)) + (sqrt (((((x ^2) + 1) / (2 * x)) ^2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x ^2) + 1) / (2 * x)) + (sqrt (((((x ^2) + 1) / (2 * x)) ^2) - 1))))) is V11() real ext-real M2( REAL )
1 / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
1 * (x ") is V11() real ext-real set
x to_power (- 1) is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
(x ^2) - (x ^2) is V11() real ext-real M2( REAL )
(x ^2) + (- (x ^2)) is V11() real ext-real set
x * 2 is V11() real ext-real M2( REAL )
0 * 2 is V1() natural V11() real ext-real non positive non negative V33() V34() V45() V46() V47() V48() V49() V50() V51() M3( REAL , NAT )
(2 * x) ^2 is V11() real ext-real M2( REAL )
(2 * x) * (2 * x) is V11() real ext-real set
((x ^2) + 1) ^2 is V11() real ext-real M2( REAL )
((x ^2) + 1) * ((x ^2) + 1) is V11() real ext-real set
(((x ^2) + 1) ^2) / ((2 * x) ^2) is V11() real ext-real M2( REAL )
((2 * x) ^2) " is V11() real ext-real set
(((x ^2) + 1) ^2) * (((2 * x) ^2) ") is V11() real ext-real set
((((x ^2) + 1) ^2) / ((2 * x) ^2)) - 1 is V11() real ext-real M2( REAL )
((((x ^2) + 1) ^2) / ((2 * x) ^2)) + (- 1) is V11() real ext-real set
sqrt (((((x ^2) + 1) ^2) / ((2 * x) ^2)) - 1) is V11() real ext-real M2( REAL )
(((x ^2) + 1) / (2 * x)) + (sqrt (((((x ^2) + 1) ^2) / ((2 * x) ^2)) - 1)) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) + 1) / (2 * x)) + (sqrt (((((x ^2) + 1) ^2) / ((2 * x) ^2)) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x ^2) + 1) / (2 * x)) + (sqrt (((((x ^2) + 1) ^2) / ((2 * x) ^2)) - 1))))) is V11() real ext-real M2( REAL )
(x ^2) ^2 is V11() real ext-real set
(x ^2) * (x ^2) is V11() real ext-real set
2 * (x ^2) is V11() real ext-real M2( REAL )
((x ^2) ^2) + (2 * (x ^2)) is V11() real ext-real M2( REAL )
(((x ^2) ^2) + (2 * (x ^2))) + 1 is V11() real ext-real M2( REAL )
1 * ((2 * x) ^2) is V11() real ext-real M2( REAL )
((((x ^2) ^2) + (2 * (x ^2))) + 1) - (1 * ((2 * x) ^2)) is V11() real ext-real M2( REAL )
- (1 * ((2 * x) ^2)) is V11() real ext-real set
((((x ^2) ^2) + (2 * (x ^2))) + 1) + (- (1 * ((2 * x) ^2))) is V11() real ext-real set
(((((x ^2) ^2) + (2 * (x ^2))) + 1) - (1 * ((2 * x) ^2))) / ((2 * x) ^2) is V11() real ext-real M2( REAL )
(((((x ^2) ^2) + (2 * (x ^2))) + 1) - (1 * ((2 * x) ^2))) * (((2 * x) ^2) ") is V11() real ext-real set
sqrt ((((((x ^2) ^2) + (2 * (x ^2))) + 1) - (1 * ((2 * x) ^2))) / ((2 * x) ^2)) is V11() real ext-real M2( REAL )
(((x ^2) + 1) / (2 * x)) + (sqrt ((((((x ^2) ^2) + (2 * (x ^2))) + 1) - (1 * ((2 * x) ^2))) / ((2 * x) ^2))) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) + 1) / (2 * x)) + (sqrt ((((((x ^2) ^2) + (2 * (x ^2))) + 1) - (1 * ((2 * x) ^2))) / ((2 * x) ^2))))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x ^2) + 1) / (2 * x)) + (sqrt ((((((x ^2) ^2) + (2 * (x ^2))) + 1) - (1 * ((2 * x) ^2))) / ((2 * x) ^2)))))) is V11() real ext-real M2( REAL )
(1 - (x ^2)) ^2 is V11() real ext-real M2( REAL )
(1 - (x ^2)) * (1 - (x ^2)) is V11() real ext-real set
sqrt ((1 - (x ^2)) ^2) is V11() real ext-real M2( REAL )
sqrt ((2 * x) ^2) is V11() real ext-real M2( REAL )
(sqrt ((1 - (x ^2)) ^2)) / (sqrt ((2 * x) ^2)) is V11() real ext-real M2( REAL )
(sqrt ((2 * x) ^2)) " is V11() real ext-real set
(sqrt ((1 - (x ^2)) ^2)) * ((sqrt ((2 * x) ^2)) ") is V11() real ext-real set
(((x ^2) + 1) / (2 * x)) + ((sqrt ((1 - (x ^2)) ^2)) / (sqrt ((2 * x) ^2))) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) + 1) / (2 * x)) + ((sqrt ((1 - (x ^2)) ^2)) / (sqrt ((2 * x) ^2))))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x ^2) + 1) / (2 * x)) + ((sqrt ((1 - (x ^2)) ^2)) / (sqrt ((2 * x) ^2)))))) is V11() real ext-real M2( REAL )
(1 - (x ^2)) / (sqrt ((2 * x) ^2)) is V11() real ext-real M2( REAL )
(1 - (x ^2)) * ((sqrt ((2 * x) ^2)) ") is V11() real ext-real set
(((x ^2) + 1) / (2 * x)) + ((1 - (x ^2)) / (sqrt ((2 * x) ^2))) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) + 1) / (2 * x)) + ((1 - (x ^2)) / (sqrt ((2 * x) ^2))))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x ^2) + 1) / (2 * x)) + ((1 - (x ^2)) / (sqrt ((2 * x) ^2)))))) is V11() real ext-real M2( REAL )
(1 - (x ^2)) / (2 * x) is V11() real ext-real M2( REAL )
(1 - (x ^2)) * ((2 * x) ") is V11() real ext-real set
(((x ^2) + 1) / (2 * x)) + ((1 - (x ^2)) / (2 * x)) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) + 1) / (2 * x)) + ((1 - (x ^2)) / (2 * x)))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x ^2) + 1) / (2 * x)) + ((1 - (x ^2)) / (2 * x))))) is V11() real ext-real M2( REAL )
((x ^2) + 1) + (1 - (x ^2)) is V11() real ext-real M2( REAL )
(((x ^2) + 1) + (1 - (x ^2))) / (2 * x) is V11() real ext-real M2( REAL )
(((x ^2) + 1) + (1 - (x ^2))) * ((2 * x) ") is V11() real ext-real set
log (number_e,((((x ^2) + 1) + (1 - (x ^2))) / (2 * x))) is V11() real ext-real M2( REAL )
- (log (number_e,((((x ^2) + 1) + (1 - (x ^2))) / (2 * x)))) is V11() real ext-real M2( REAL )
2 * 1 is natural V11() real ext-real non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(2 * 1) / (2 * x) is V11() real ext-real M2( REAL )
(2 * 1) * ((2 * x) ") is V11() real ext-real set
log (number_e,((2 * 1) / (2 * x))) is V11() real ext-real M2( REAL )
- (log (number_e,((2 * 1) / (2 * x)))) is V11() real ext-real M2( REAL )
log (number_e,(1 / x)) is V11() real ext-real M2( REAL )
- (log (number_e,(1 / x))) is V11() real ext-real M2( REAL )
(- 1) * (log (number_e,x)) is V11() real ext-real M2( REAL )
- ((- 1) * (log (number_e,x))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
log (number_e,x) is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
2 * x is V11() real ext-real M2( REAL )
((x ^2) - 1) / (2 * x) is V11() real ext-real M2( REAL )
(2 * x) " is V11() real ext-real set
((x ^2) - 1) * ((2 * x) ") is V11() real ext-real set
((((x ^2) - 1) / (2 * x))) is V11() real ext-real set
(((x ^2) - 1) / (2 * x)) ^2 is V11() real ext-real set
(((x ^2) - 1) / (2 * x)) * (((x ^2) - 1) / (2 * x)) is V11() real ext-real set
((((x ^2) - 1) / (2 * x)) ^2) + 1 is V11() real ext-real M2( REAL )
sqrt (((((x ^2) - 1) / (2 * x)) ^2) + 1) is V11() real ext-real M2( REAL )
(((x ^2) - 1) / (2 * x)) + (sqrt (((((x ^2) - 1) / (2 * x)) ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) - 1) / (2 * x)) + (sqrt (((((x ^2) - 1) / (2 * x)) ^2) + 1)))) is V11() real ext-real M2( REAL )
x * 2 is V11() real ext-real M2( REAL )
0 * 2 is V1() natural V11() real ext-real non positive non negative V33() V34() V45() V46() V47() V48() V49() V50() V51() M3( REAL , NAT )
(2 * x) ^2 is V11() real ext-real M2( REAL )
(2 * x) * (2 * x) is V11() real ext-real set
((x ^2) - 1) ^2 is V11() real ext-real M2( REAL )
((x ^2) - 1) * ((x ^2) - 1) is V11() real ext-real set
(((x ^2) - 1) ^2) / ((2 * x) ^2) is V11() real ext-real M2( REAL )
((2 * x) ^2) " is V11() real ext-real set
(((x ^2) - 1) ^2) * (((2 * x) ^2) ") is V11() real ext-real set
((((x ^2) - 1) ^2) / ((2 * x) ^2)) + 1 is V11() real ext-real M2( REAL )
sqrt (((((x ^2) - 1) ^2) / ((2 * x) ^2)) + 1) is V11() real ext-real M2( REAL )
(((x ^2) - 1) / (2 * x)) + (sqrt (((((x ^2) - 1) ^2) / ((2 * x) ^2)) + 1)) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) - 1) / (2 * x)) + (sqrt (((((x ^2) - 1) ^2) / ((2 * x) ^2)) + 1)))) is V11() real ext-real M2( REAL )
(x ^2) ^2 is V11() real ext-real set
(x ^2) * (x ^2) is V11() real ext-real set
2 * (x ^2) is V11() real ext-real M2( REAL )
((x ^2) ^2) - (2 * (x ^2)) is V11() real ext-real M2( REAL )
- (2 * (x ^2)) is V11() real ext-real set
((x ^2) ^2) + (- (2 * (x ^2))) is V11() real ext-real set
(((x ^2) ^2) - (2 * (x ^2))) + 1 is V11() real ext-real M2( REAL )
((2 * x) ^2) * 1 is V11() real ext-real M2( REAL )
((((x ^2) ^2) - (2 * (x ^2))) + 1) + (((2 * x) ^2) * 1) is V11() real ext-real M2( REAL )
(((((x ^2) ^2) - (2 * (x ^2))) + 1) + (((2 * x) ^2) * 1)) / ((2 * x) ^2) is V11() real ext-real M2( REAL )
(((((x ^2) ^2) - (2 * (x ^2))) + 1) + (((2 * x) ^2) * 1)) * (((2 * x) ^2) ") is V11() real ext-real set
sqrt ((((((x ^2) ^2) - (2 * (x ^2))) + 1) + (((2 * x) ^2) * 1)) / ((2 * x) ^2)) is V11() real ext-real M2( REAL )
(((x ^2) - 1) / (2 * x)) + (sqrt ((((((x ^2) ^2) - (2 * (x ^2))) + 1) + (((2 * x) ^2) * 1)) / ((2 * x) ^2))) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) - 1) / (2 * x)) + (sqrt ((((((x ^2) ^2) - (2 * (x ^2))) + 1) + (((2 * x) ^2) * 1)) / ((2 * x) ^2))))) is V11() real ext-real M2( REAL )
(x ^2) + 1 is V11() real ext-real M2( REAL )
((x ^2) + 1) ^2 is V11() real ext-real M2( REAL )
((x ^2) + 1) * ((x ^2) + 1) is V11() real ext-real set
sqrt (((x ^2) + 1) ^2) is V11() real ext-real M2( REAL )
sqrt ((2 * x) ^2) is V11() real ext-real M2( REAL )
(sqrt (((x ^2) + 1) ^2)) / (sqrt ((2 * x) ^2)) is V11() real ext-real M2( REAL )
(sqrt ((2 * x) ^2)) " is V11() real ext-real set
(sqrt (((x ^2) + 1) ^2)) * ((sqrt ((2 * x) ^2)) ") is V11() real ext-real set
(((x ^2) - 1) / (2 * x)) + ((sqrt (((x ^2) + 1) ^2)) / (sqrt ((2 * x) ^2))) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) - 1) / (2 * x)) + ((sqrt (((x ^2) + 1) ^2)) / (sqrt ((2 * x) ^2))))) is V11() real ext-real M2( REAL )
((x ^2) + 1) / (sqrt ((2 * x) ^2)) is V11() real ext-real M2( REAL )
((x ^2) + 1) * ((sqrt ((2 * x) ^2)) ") is V11() real ext-real set
(((x ^2) - 1) / (2 * x)) + (((x ^2) + 1) / (sqrt ((2 * x) ^2))) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) - 1) / (2 * x)) + (((x ^2) + 1) / (sqrt ((2 * x) ^2))))) is V11() real ext-real M2( REAL )
((x ^2) + 1) / (2 * x) is V11() real ext-real M2( REAL )
((x ^2) + 1) * ((2 * x) ") is V11() real ext-real set
(((x ^2) - 1) / (2 * x)) + (((x ^2) + 1) / (2 * x)) is V11() real ext-real M2( REAL )
log (number_e,((((x ^2) - 1) / (2 * x)) + (((x ^2) + 1) / (2 * x)))) is V11() real ext-real M2( REAL )
((x ^2) - 1) + ((x ^2) + 1) is V11() real ext-real M2( REAL )
(((x ^2) - 1) + ((x ^2) + 1)) / (2 * x) is V11() real ext-real M2( REAL )
(((x ^2) - 1) + ((x ^2) + 1)) * ((2 * x) ") is V11() real ext-real set
log (number_e,((((x ^2) - 1) + ((x ^2) + 1)) / (2 * x))) is V11() real ext-real M2( REAL )
(2 * (x ^2)) / (2 * x) is V11() real ext-real M2( REAL )
(2 * (x ^2)) * ((2 * x) ") is V11() real ext-real set
log (number_e,((2 * (x ^2)) / (2 * x))) is V11() real ext-real M2( REAL )
x * x is V11() real ext-real M2( REAL )
(x * x) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(x * x) * (x ") is V11() real ext-real set
log (number_e,((x * x) / x)) is V11() real ext-real M2( REAL )
x / x is V11() real ext-real M2( REAL )
x * (x ") is V11() real ext-real set
x / (x / x) is V11() real ext-real M2( REAL )
(x / x) " is V11() real ext-real set
x * ((x / x) ") is V11() real ext-real set
log (number_e,(x / (x / x))) is V11() real ext-real M2( REAL )
x / 1 is V11() real ext-real M2( REAL )
1 " is V1() V11() real ext-real positive non negative set
x * (1 ") is V11() real ext-real set
log (number_e,(x / 1)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) + 1 is V11() real ext-real M2( REAL )
sqrt ((x ^2) + 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) + 1)))) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
exp_R t is V11() real ext-real set
- t is V11() real ext-real M2( REAL )
exp_R (- t) is V11() real ext-real M2( REAL )
(exp_R t) - (exp_R (- t)) is V11() real ext-real M2( REAL )
- (exp_R (- t)) is V11() real ext-real set
(exp_R t) + (- (exp_R (- t))) is V11() real ext-real set
(1 / 2) * ((exp_R t) - (exp_R (- t))) is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
- (2 * x) is V11() real ext-real M2( REAL )
delta (1,(- (2 * x)),(- 1)) is V11() real ext-real set
- 2 is V11() real ext-real non positive V33() V34() M2( INT )
(- 2) * x is V11() real ext-real M2( REAL )
((- 2) * x) ^2 is V11() real ext-real M2( REAL )
((- 2) * x) * ((- 2) * x) is V11() real ext-real set
4 * 1 is natural V11() real ext-real non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(4 * 1) * (- 1) is V11() real ext-real non positive V33() V34() M2( INT )
(((- 2) * x) ^2) - ((4 * 1) * (- 1)) is V11() real ext-real M2( REAL )
- ((4 * 1) * (- 1)) is V11() real ext-real non negative set
(((- 2) * x) ^2) + (- ((4 * 1) * (- 1))) is V11() real ext-real set
4 * (x ^2) is V11() real ext-real M2( REAL )
(4 * (x ^2)) + 4 is V11() real ext-real M2( REAL )
(2 * x) * (exp_R t) is V11() real ext-real M2( REAL )
1 / (exp_R t) is V11() real ext-real M2( REAL )
(exp_R t) " is V11() real ext-real set
1 * ((exp_R t) ") is V11() real ext-real set
(exp_R t) - (1 / (exp_R t)) is V11() real ext-real M2( REAL )
- (1 / (exp_R t)) is V11() real ext-real set
(exp_R t) + (- (1 / (exp_R t))) is V11() real ext-real set
((exp_R t) - (1 / (exp_R t))) * (exp_R t) is V11() real ext-real M2( REAL )
(exp_R t) ^2 is V11() real ext-real set
(exp_R t) * (exp_R t) is V11() real ext-real set
(exp_R t) * 1 is V11() real ext-real M2( REAL )
((exp_R t) * 1) / (exp_R t) is V11() real ext-real M2( REAL )
((exp_R t) * 1) * ((exp_R t) ") is V11() real ext-real set
((exp_R t) ^2) - (((exp_R t) * 1) / (exp_R t)) is V11() real ext-real M2( REAL )
- (((exp_R t) * 1) / (exp_R t)) is V11() real ext-real set
((exp_R t) ^2) + (- (((exp_R t) * 1) / (exp_R t))) is V11() real ext-real set
((2 * x) * (exp_R t)) - ((2 * x) * (exp_R t)) is V11() real ext-real M2( REAL )
- ((2 * x) * (exp_R t)) is V11() real ext-real set
((2 * x) * (exp_R t)) + (- ((2 * x) * (exp_R t))) is V11() real ext-real set
((exp_R t) ^2) - 1 is V11() real ext-real M2( REAL )
((exp_R t) ^2) + (- 1) is V11() real ext-real set
(((exp_R t) ^2) - 1) - ((2 * x) * (exp_R t)) is V11() real ext-real M2( REAL )
(((exp_R t) ^2) - 1) + (- ((2 * x) * (exp_R t))) is V11() real ext-real set
1 * ((exp_R t) ^2) is V11() real ext-real M2( REAL )
(- (2 * x)) * (exp_R t) is V11() real ext-real M2( REAL )
(1 * ((exp_R t) ^2)) + ((- (2 * x)) * (exp_R t)) is V11() real ext-real M2( REAL )
((1 * ((exp_R t) ^2)) + ((- (2 * x)) * (exp_R t))) + (- 1) is V11() real ext-real M2( REAL )
- (- (2 * x)) is V11() real ext-real M2( REAL )
sqrt (delta (1,(- (2 * x)),(- 1))) is V11() real ext-real set
(- (- (2 * x))) + (sqrt (delta (1,(- (2 * x)),(- 1)))) is V11() real ext-real M2( REAL )
2 * 1 is natural V11() real ext-real non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
((- (- (2 * x))) + (sqrt (delta (1,(- (2 * x)),(- 1))))) / (2 * 1) is V11() real ext-real M2( REAL )
(2 * 1) " is V11() real ext-real non negative set
((- (- (2 * x))) + (sqrt (delta (1,(- (2 * x)),(- 1))))) * ((2 * 1) ") is V11() real ext-real set
(- (- (2 * x))) - (sqrt (delta (1,(- (2 * x)),(- 1)))) is V11() real ext-real M2( REAL )
- (sqrt (delta (1,(- (2 * x)),(- 1)))) is V11() real ext-real set
(- (- (2 * x))) + (- (sqrt (delta (1,(- (2 * x)),(- 1))))) is V11() real ext-real set
((- (- (2 * x))) - (sqrt (delta (1,(- (2 * x)),(- 1))))) / (2 * 1) is V11() real ext-real M2( REAL )
((- (- (2 * x))) - (sqrt (delta (1,(- (2 * x)),(- 1))))) * ((2 * 1) ") is V11() real ext-real set
(sqrt 4) * (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
(2 * x) + ((sqrt 4) * (sqrt ((x ^2) + 1))) is V11() real ext-real M2( REAL )
((2 * x) + ((sqrt 4) * (sqrt ((x ^2) + 1)))) / 2 is V11() real ext-real M2( REAL )
((2 * x) + ((sqrt 4) * (sqrt ((x ^2) + 1)))) * (2 ") is V11() real ext-real set
4 * ((x ^2) + 1) is V11() real ext-real M2( REAL )
sqrt (4 * ((x ^2) + 1)) is V11() real ext-real M2( REAL )
(2 * x) - (sqrt (4 * ((x ^2) + 1))) is V11() real ext-real M2( REAL )
- (sqrt (4 * ((x ^2) + 1))) is V11() real ext-real set
(2 * x) + (- (sqrt (4 * ((x ^2) + 1)))) is V11() real ext-real set
((2 * x) - (sqrt (4 * ((x ^2) + 1)))) / 2 is V11() real ext-real M2( REAL )
((2 * x) - (sqrt (4 * ((x ^2) + 1)))) * (2 ") is V11() real ext-real set
2 * (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
(2 * x) + (2 * (sqrt ((x ^2) + 1))) is V11() real ext-real M2( REAL )
((2 * x) + (2 * (sqrt ((x ^2) + 1)))) / 2 is V11() real ext-real M2( REAL )
((2 * x) + (2 * (sqrt ((x ^2) + 1)))) * (2 ") is V11() real ext-real set
(2 * x) - (2 * (sqrt ((x ^2) + 1))) is V11() real ext-real M2( REAL )
- (2 * (sqrt ((x ^2) + 1))) is V11() real ext-real set
(2 * x) + (- (2 * (sqrt ((x ^2) + 1)))) is V11() real ext-real set
((2 * x) - (2 * (sqrt ((x ^2) + 1)))) / 2 is V11() real ext-real M2( REAL )
((2 * x) - (2 * (sqrt ((x ^2) + 1)))) * (2 ") is V11() real ext-real set
x - (sqrt ((x ^2) + 1)) is V11() real ext-real M2( REAL )
- (sqrt ((x ^2) + 1)) is V11() real ext-real set
x + (- (sqrt ((x ^2) + 1))) is V11() real ext-real set
(sqrt ((x ^2) + 1)) + 0 is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
(x ^2) - 1 is V11() real ext-real M2( REAL )
(x ^2) + (- 1) is V11() real ext-real set
sqrt ((x ^2) - 1) is V11() real ext-real M2( REAL )
x + (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
log (number_e,(x + (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
- (log (number_e,(x + (sqrt ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
exp_R t is V11() real ext-real set
- t is V11() real ext-real M2( REAL )
exp_R (- t) is V11() real ext-real M2( REAL )
(exp_R t) + (exp_R (- t)) is V11() real ext-real M2( REAL )
(1 / 2) * ((exp_R t) + (exp_R (- t))) is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
(2 * x) * (exp_R t) is V11() real ext-real M2( REAL )
1 / (exp_R t) is V11() real ext-real M2( REAL )
(exp_R t) " is V11() real ext-real set
1 * ((exp_R t) ") is V11() real ext-real set
(exp_R t) + (1 / (exp_R t)) is V11() real ext-real M2( REAL )
((exp_R t) + (1 / (exp_R t))) * (exp_R t) is V11() real ext-real M2( REAL )
(exp_R t) ^2 is V11() real ext-real set
(exp_R t) * (exp_R t) is V11() real ext-real set
(exp_R t) * 1 is V11() real ext-real M2( REAL )
((exp_R t) * 1) / (exp_R t) is V11() real ext-real M2( REAL )
((exp_R t) * 1) * ((exp_R t) ") is V11() real ext-real set
((exp_R t) ^2) + (((exp_R t) * 1) / (exp_R t)) is V11() real ext-real M2( REAL )
((2 * x) * (exp_R t)) - ((2 * x) * (exp_R t)) is V11() real ext-real M2( REAL )
- ((2 * x) * (exp_R t)) is V11() real ext-real set
((2 * x) * (exp_R t)) + (- ((2 * x) * (exp_R t))) is V11() real ext-real set
((exp_R t) ^2) + 1 is V11() real ext-real M2( REAL )
(((exp_R t) ^2) + 1) - ((2 * x) * (exp_R t)) is V11() real ext-real M2( REAL )
(((exp_R t) ^2) + 1) + (- ((2 * x) * (exp_R t))) is V11() real ext-real set
1 * ((exp_R t) ^2) is V11() real ext-real M2( REAL )
- (2 * x) is V11() real ext-real M2( REAL )
(- (2 * x)) * (exp_R t) is V11() real ext-real M2( REAL )
(1 * ((exp_R t) ^2)) + ((- (2 * x)) * (exp_R t)) is V11() real ext-real M2( REAL )
((1 * ((exp_R t) ^2)) + ((- (2 * x)) * (exp_R t))) + 1 is V11() real ext-real M2( REAL )
delta (1,(- (2 * x)),1) is V11() real ext-real M2( REAL )
- 2 is V11() real ext-real non positive V33() V34() M2( INT )
(- 2) * x is V11() real ext-real M2( REAL )
((- 2) * x) ^2 is V11() real ext-real M2( REAL )
((- 2) * x) * ((- 2) * x) is V11() real ext-real set
4 * 1 is natural V11() real ext-real non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(4 * 1) * 1 is natural V11() real ext-real non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(((- 2) * x) ^2) - ((4 * 1) * 1) is V11() real ext-real M2( REAL )
- ((4 * 1) * 1) is V11() real ext-real non positive set
(((- 2) * x) ^2) + (- ((4 * 1) * 1)) is V11() real ext-real set
4 * (x ^2) is V11() real ext-real M2( REAL )
(4 * (x ^2)) - 4 is V11() real ext-real M2( REAL )
- 4 is V11() real ext-real non positive set
(4 * (x ^2)) + (- 4) is V11() real ext-real set
0 * 4 is V1() natural V11() real ext-real non positive non negative V33() V34() V45() V46() V47() V48() V49() V50() V51() M3( REAL , NAT )
((x ^2) - 1) * 4 is V11() real ext-real M2( REAL )
- (- (2 * x)) is V11() real ext-real M2( REAL )
sqrt (delta (1,(- (2 * x)),1)) is V11() real ext-real M2( REAL )
(- (- (2 * x))) + (sqrt (delta (1,(- (2 * x)),1))) is V11() real ext-real M2( REAL )
2 * 1 is natural V11() real ext-real non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
((- (- (2 * x))) + (sqrt (delta (1,(- (2 * x)),1)))) / (2 * 1) is V11() real ext-real M2( REAL )
(2 * 1) " is V11() real ext-real non negative set
((- (- (2 * x))) + (sqrt (delta (1,(- (2 * x)),1)))) * ((2 * 1) ") is V11() real ext-real set
(- (- (2 * x))) - (sqrt (delta (1,(- (2 * x)),1))) is V11() real ext-real M2( REAL )
- (sqrt (delta (1,(- (2 * x)),1))) is V11() real ext-real set
(- (- (2 * x))) + (- (sqrt (delta (1,(- (2 * x)),1)))) is V11() real ext-real set
((- (- (2 * x))) - (sqrt (delta (1,(- (2 * x)),1)))) / (2 * 1) is V11() real ext-real M2( REAL )
((- (- (2 * x))) - (sqrt (delta (1,(- (2 * x)),1)))) * ((2 * 1) ") is V11() real ext-real set
(sqrt 4) * (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
(2 * x) + ((sqrt 4) * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
((2 * x) + ((sqrt 4) * (sqrt ((x ^2) - 1)))) / 2 is V11() real ext-real M2( REAL )
((2 * x) + ((sqrt 4) * (sqrt ((x ^2) - 1)))) * (2 ") is V11() real ext-real set
4 * ((x ^2) - 1) is V11() real ext-real M2( REAL )
sqrt (4 * ((x ^2) - 1)) is V11() real ext-real M2( REAL )
(2 * x) - (sqrt (4 * ((x ^2) - 1))) is V11() real ext-real M2( REAL )
- (sqrt (4 * ((x ^2) - 1))) is V11() real ext-real set
(2 * x) + (- (sqrt (4 * ((x ^2) - 1)))) is V11() real ext-real set
((2 * x) - (sqrt (4 * ((x ^2) - 1)))) / 2 is V11() real ext-real M2( REAL )
((2 * x) - (sqrt (4 * ((x ^2) - 1)))) * (2 ") is V11() real ext-real set
2 * (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
(2 * x) + (2 * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
((2 * x) + (2 * (sqrt ((x ^2) - 1)))) / 2 is V11() real ext-real M2( REAL )
((2 * x) + (2 * (sqrt ((x ^2) - 1)))) * (2 ") is V11() real ext-real set
(2 * x) - (2 * (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
- (2 * (sqrt ((x ^2) - 1))) is V11() real ext-real set
(2 * x) + (- (2 * (sqrt ((x ^2) - 1)))) is V11() real ext-real set
((2 * x) - (2 * (sqrt ((x ^2) - 1)))) / 2 is V11() real ext-real M2( REAL )
((2 * x) - (2 * (sqrt ((x ^2) - 1)))) * (2 ") is V11() real ext-real set
x - (sqrt ((x ^2) - 1)) is V11() real ext-real M2( REAL )
- (sqrt ((x ^2) - 1)) is V11() real ext-real set
x + (- (sqrt ((x ^2) - 1))) is V11() real ext-real set
log (number_e,(x - (sqrt ((x ^2) - 1)))) is V11() real ext-real M2( REAL )
(x - (sqrt ((x ^2) - 1))) * (x + (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
((x - (sqrt ((x ^2) - 1))) * (x + (sqrt ((x ^2) - 1)))) / (x + (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
(x + (sqrt ((x ^2) - 1))) " is V11() real ext-real set
((x - (sqrt ((x ^2) - 1))) * (x + (sqrt ((x ^2) - 1)))) * ((x + (sqrt ((x ^2) - 1))) ") is V11() real ext-real set
log (number_e,(((x - (sqrt ((x ^2) - 1))) * (x + (sqrt ((x ^2) - 1)))) / (x + (sqrt ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) ^2 is V11() real ext-real M2( REAL )
(sqrt ((x ^2) - 1)) * (sqrt ((x ^2) - 1)) is V11() real ext-real set
(x ^2) - ((sqrt ((x ^2) - 1)) ^2) is V11() real ext-real M2( REAL )
- ((sqrt ((x ^2) - 1)) ^2) is V11() real ext-real set
(x ^2) + (- ((sqrt ((x ^2) - 1)) ^2)) is V11() real ext-real set
((x ^2) - ((sqrt ((x ^2) - 1)) ^2)) / (x + (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
((x ^2) - ((sqrt ((x ^2) - 1)) ^2)) * ((x + (sqrt ((x ^2) - 1))) ") is V11() real ext-real set
log (number_e,(((x ^2) - ((sqrt ((x ^2) - 1)) ^2)) / (x + (sqrt ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
(x ^2) - ((x ^2) - 1) is V11() real ext-real M2( REAL )
- ((x ^2) - 1) is V11() real ext-real set
(x ^2) + (- ((x ^2) - 1)) is V11() real ext-real set
((x ^2) - ((x ^2) - 1)) / (x + (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
((x ^2) - ((x ^2) - 1)) * ((x + (sqrt ((x ^2) - 1))) ") is V11() real ext-real set
log (number_e,(((x ^2) - ((x ^2) - 1)) / (x + (sqrt ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
1 / (x + (sqrt ((x ^2) - 1))) is V11() real ext-real M2( REAL )
1 * ((x + (sqrt ((x ^2) - 1))) ") is V11() real ext-real set
(x + (sqrt ((x ^2) - 1))) to_power (- 1) is V11() real ext-real set
(- 1) * (log (number_e,(x + (sqrt ((x ^2) - 1))))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
1 + x is V11() real ext-real M2( REAL )
1 - x is V11() real ext-real M2( REAL )
- x is V11() real ext-real set
1 + (- x) is V11() real ext-real set
(1 + x) / (1 - x) is V11() real ext-real M2( REAL )
(1 - x) " is V11() real ext-real set
(1 + x) * ((1 - x) ") is V11() real ext-real set
log (number_e,((1 + x) / (1 - x))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((1 + x) / (1 - x)))) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
exp_R t is V11() real ext-real set
- t is V11() real ext-real M2( REAL )
exp_R (- t) is V11() real ext-real M2( REAL )
(exp_R t) - (exp_R (- t)) is V11() real ext-real M2( REAL )
- (exp_R (- t)) is V11() real ext-real set
(exp_R t) + (- (exp_R (- t))) is V11() real ext-real set
(exp_R t) + (exp_R (- t)) is V11() real ext-real M2( REAL )
((exp_R t) - (exp_R (- t))) / ((exp_R t) + (exp_R (- t))) is V11() real ext-real M2( REAL )
((exp_R t) + (exp_R (- t))) " is V11() real ext-real set
((exp_R t) - (exp_R (- t))) * (((exp_R t) + (exp_R (- t))) ") is V11() real ext-real set
1 / (exp_R t) is V11() real ext-real M2( REAL )
(exp_R t) " is V11() real ext-real set
1 * ((exp_R t) ") is V11() real ext-real set
(exp_R t) - (1 / (exp_R t)) is V11() real ext-real M2( REAL )
- (1 / (exp_R t)) is V11() real ext-real set
(exp_R t) + (- (1 / (exp_R t))) is V11() real ext-real set
((exp_R t) - (1 / (exp_R t))) / ((exp_R t) + (exp_R (- t))) is V11() real ext-real M2( REAL )
((exp_R t) - (1 / (exp_R t))) * (((exp_R t) + (exp_R (- t))) ") is V11() real ext-real set
(exp_R t) + (1 / (exp_R t)) is V11() real ext-real M2( REAL )
((exp_R t) - (1 / (exp_R t))) / ((exp_R t) + (1 / (exp_R t))) is V11() real ext-real M2( REAL )
((exp_R t) + (1 / (exp_R t))) " is V11() real ext-real set
((exp_R t) - (1 / (exp_R t))) * (((exp_R t) + (1 / (exp_R t))) ") is V11() real ext-real set
(exp_R t) * (exp_R t) is V11() real ext-real M2( REAL )
((exp_R t) * (exp_R t)) - 1 is V11() real ext-real M2( REAL )
((exp_R t) * (exp_R t)) + (- 1) is V11() real ext-real set
(((exp_R t) * (exp_R t)) - 1) / (exp_R t) is V11() real ext-real M2( REAL )
(((exp_R t) * (exp_R t)) - 1) * ((exp_R t) ") is V11() real ext-real set
((((exp_R t) * (exp_R t)) - 1) / (exp_R t)) / ((exp_R t) + (1 / (exp_R t))) is V11() real ext-real M2( REAL )
((((exp_R t) * (exp_R t)) - 1) / (exp_R t)) * (((exp_R t) + (1 / (exp_R t))) ") is V11() real ext-real set
(exp_R t) ^2 is V11() real ext-real set
(exp_R t) * (exp_R t) is V11() real ext-real set
((exp_R t) ^2) - 1 is V11() real ext-real M2( REAL )
((exp_R t) ^2) + (- 1) is V11() real ext-real set
(((exp_R t) ^2) - 1) / (exp_R t) is V11() real ext-real M2( REAL )
(((exp_R t) ^2) - 1) * ((exp_R t) ") is V11() real ext-real set
1 + ((exp_R t) * (exp_R t)) is V11() real ext-real M2( REAL )
(1 + ((exp_R t) * (exp_R t))) / (exp_R t) is V11() real ext-real M2( REAL )
(1 + ((exp_R t) * (exp_R t))) * ((exp_R t) ") is V11() real ext-real set
((((exp_R t) ^2) - 1) / (exp_R t)) / ((1 + ((exp_R t) * (exp_R t))) / (exp_R t)) is V11() real ext-real M2( REAL )
((1 + ((exp_R t) * (exp_R t))) / (exp_R t)) " is V11() real ext-real set
((((exp_R t) ^2) - 1) / (exp_R t)) * (((1 + ((exp_R t) * (exp_R t))) / (exp_R t)) ") is V11() real ext-real set
1 + ((exp_R t) ^2) is V11() real ext-real M2( REAL )
(((exp_R t) ^2) - 1) / (1 + ((exp_R t) ^2)) is V11() real ext-real M2( REAL )
(1 + ((exp_R t) ^2)) " is V11() real ext-real set
(((exp_R t) ^2) - 1) * ((1 + ((exp_R t) ^2)) ") is V11() real ext-real set
1 * x is V11() real ext-real M2( REAL )
((exp_R t) ^2) * x is V11() real ext-real M2( REAL )
(1 * x) + (((exp_R t) ^2) * x) is V11() real ext-real M2( REAL )
((((exp_R t) ^2) - 1) / (1 + ((exp_R t) ^2))) * (1 + ((exp_R t) ^2)) is V11() real ext-real M2( REAL )
x + (((exp_R t) ^2) * x) is V11() real ext-real M2( REAL )
(x + (((exp_R t) ^2) * x)) - (((exp_R t) ^2) - 1) is V11() real ext-real M2( REAL )
- (((exp_R t) ^2) - 1) is V11() real ext-real set
(x + (((exp_R t) ^2) * x)) + (- (((exp_R t) ^2) - 1)) is V11() real ext-real set
(((exp_R t) ^2) - 1) - (((exp_R t) ^2) - 1) is V11() real ext-real M2( REAL )
(((exp_R t) ^2) - 1) + (- (((exp_R t) ^2) - 1)) is V11() real ext-real set
x - 1 is V11() real ext-real M2( REAL )
x + (- 1) is V11() real ext-real set
((exp_R t) ^2) * (x - 1) is V11() real ext-real M2( REAL )
(((exp_R t) ^2) * (x - 1)) / (x - 1) is V11() real ext-real M2( REAL )
(x - 1) " is V11() real ext-real set
(((exp_R t) ^2) * (x - 1)) * ((x - 1) ") is V11() real ext-real set
x + 1 is V11() real ext-real M2( REAL )
- (x + 1) is V11() real ext-real M2( REAL )
(- (x + 1)) / (x - 1) is V11() real ext-real M2( REAL )
(- (x + 1)) * ((x - 1) ") is V11() real ext-real set
- (x - 1) is V11() real ext-real M2( REAL )
(x + 1) / (- (x - 1)) is V11() real ext-real M2( REAL )
(- (x - 1)) " is V11() real ext-real set
(x + 1) * ((- (x - 1)) ") is V11() real ext-real set
sqrt ((exp_R t) ^2) is V11() real ext-real set
(x + 1) / (1 - x) is V11() real ext-real M2( REAL )
(x + 1) * ((1 - x) ") is V11() real ext-real set
sqrt ((x + 1) / (1 - x)) is V11() real ext-real M2( REAL )
((x + 1) / (1 - x)) to_power (1 / 2) is V11() real ext-real set
log (number_e,(((x + 1) / (1 - x)) to_power (1 / 2))) is V11() real ext-real set
x is V11() real ext-real set
x + 1 is V11() real ext-real M2( REAL )
x - 1 is V11() real ext-real M2( REAL )
x + (- 1) is V11() real ext-real set
(x + 1) / (x - 1) is V11() real ext-real M2( REAL )
(x - 1) " is V11() real ext-real set
(x + 1) * ((x - 1) ") is V11() real ext-real set
log (number_e,((x + 1) / (x - 1))) is V11() real ext-real M2( REAL )
(1 / 2) * (log (number_e,((x + 1) / (x - 1)))) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
exp_R t is V11() real ext-real set
- t is V11() real ext-real M2( REAL )
exp_R (- t) is V11() real ext-real M2( REAL )
(exp_R t) + (exp_R (- t)) is V11() real ext-real M2( REAL )
(exp_R t) - (exp_R (- t)) is V11() real ext-real M2( REAL )
- (exp_R (- t)) is V11() real ext-real set
(exp_R t) + (- (exp_R (- t))) is V11() real ext-real set
((exp_R t) + (exp_R (- t))) / ((exp_R t) - (exp_R (- t))) is V11() real ext-real M2( REAL )
((exp_R t) - (exp_R (- t))) " is V11() real ext-real set
((exp_R t) + (exp_R (- t))) * (((exp_R t) - (exp_R (- t))) ") is V11() real ext-real set
1 / (exp_R t) is V11() real ext-real M2( REAL )
(exp_R t) " is V11() real ext-real set
1 * ((exp_R t) ") is V11() real ext-real set
(exp_R t) + (1 / (exp_R t)) is V11() real ext-real M2( REAL )
((exp_R t) + (1 / (exp_R t))) / ((exp_R t) - (exp_R (- t))) is V11() real ext-real M2( REAL )
((exp_R t) + (1 / (exp_R t))) * (((exp_R t) - (exp_R (- t))) ") is V11() real ext-real set
(exp_R t) - (1 / (exp_R t)) is V11() real ext-real M2( REAL )
- (1 / (exp_R t)) is V11() real ext-real set
(exp_R t) + (- (1 / (exp_R t))) is V11() real ext-real set
((exp_R t) + (1 / (exp_R t))) / ((exp_R t) - (1 / (exp_R t))) is V11() real ext-real M2( REAL )
((exp_R t) - (1 / (exp_R t))) " is V11() real ext-real set
((exp_R t) + (1 / (exp_R t))) * (((exp_R t) - (1 / (exp_R t))) ") is V11() real ext-real set
(exp_R t) * (exp_R t) is V11() real ext-real M2( REAL )
((exp_R t) * (exp_R t)) - 1 is V11() real ext-real M2( REAL )
((exp_R t) * (exp_R t)) + (- 1) is V11() real ext-real set
(((exp_R t) * (exp_R t)) - 1) / (exp_R t) is V11() real ext-real M2( REAL )
(((exp_R t) * (exp_R t)) - 1) * ((exp_R t) ") is V11() real ext-real set
((exp_R t) + (1 / (exp_R t))) / ((((exp_R t) * (exp_R t)) - 1) / (exp_R t)) is V11() real ext-real M2( REAL )
((((exp_R t) * (exp_R t)) - 1) / (exp_R t)) " is V11() real ext-real set
((exp_R t) + (1 / (exp_R t))) * (((((exp_R t) * (exp_R t)) - 1) / (exp_R t)) ") is V11() real ext-real set
1 + ((exp_R t) * (exp_R t)) is V11() real ext-real M2( REAL )
(1 + ((exp_R t) * (exp_R t))) / (exp_R t) is V11() real ext-real M2( REAL )
(1 + ((exp_R t) * (exp_R t))) * ((exp_R t) ") is V11() real ext-real set
(exp_R t) ^2 is V11() real ext-real set
(exp_R t) * (exp_R t) is V11() real ext-real set
((exp_R t) ^2) - 1 is V11() real ext-real M2( REAL )
((exp_R t) ^2) + (- 1) is V11() real ext-real set
(((exp_R t) ^2) - 1) / (exp_R t) is V11() real ext-real M2( REAL )
(((exp_R t) ^2) - 1) * ((exp_R t) ") is V11() real ext-real set
((1 + ((exp_R t) * (exp_R t))) / (exp_R t)) / ((((exp_R t) ^2) - 1) / (exp_R t)) is V11() real ext-real M2( REAL )
((((exp_R t) ^2) - 1) / (exp_R t)) " is V11() real ext-real set
((1 + ((exp_R t) * (exp_R t))) / (exp_R t)) * (((((exp_R t) ^2) - 1) / (exp_R t)) ") is V11() real ext-real set
1 + ((exp_R t) ^2) is V11() real ext-real M2( REAL )
(1 + ((exp_R t) ^2)) / (((exp_R t) ^2) - 1) is V11() real ext-real M2( REAL )
(((exp_R t) ^2) - 1) " is V11() real ext-real set
(1 + ((exp_R t) ^2)) * ((((exp_R t) ^2) - 1) ") is V11() real ext-real set
x * (((exp_R t) ^2) - 1) is V11() real ext-real M2( REAL )
((exp_R t) ^2) * (x - 1) is V11() real ext-real M2( REAL )
(((exp_R t) ^2) * (x - 1)) / (x - 1) is V11() real ext-real M2( REAL )
(((exp_R t) ^2) * (x - 1)) * ((x - 1) ") is V11() real ext-real set
1 - 1 is V11() real ext-real V33() V34() M2( INT )
1 + (- 1) is V11() real ext-real set
(- 1) - 1 is V1() V11() real ext-real non positive negative V33() V34() M2( INT )
(- 1) + (- 1) is V11() real ext-real non positive set
sqrt ((exp_R t) ^2) is V11() real ext-real set
sqrt ((x + 1) / (x - 1)) is V11() real ext-real M2( REAL )
((x + 1) / (x - 1)) to_power (1 / 2) is V11() real ext-real set
log (number_e,(((x + 1) / (x - 1)) to_power (1 / 2))) is V11() real ext-real set
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 - (x ^2) is V11() real ext-real M2( REAL )
- (x ^2) is V11() real ext-real set
1 + (- (x ^2)) is V11() real ext-real set
sqrt (1 - (x ^2)) is V11() real ext-real M2( REAL )
1 + (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
(1 + (sqrt (1 - (x ^2)))) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(1 + (sqrt (1 - (x ^2)))) * (x ") is V11() real ext-real set
log (number_e,((1 + (sqrt (1 - (x ^2)))) / x)) is V11() real ext-real M2( REAL )
- (log (number_e,((1 + (sqrt (1 - (x ^2)))) / x))) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
exp_R t is V11() real ext-real set
- t is V11() real ext-real M2( REAL )
exp_R (- t) is V11() real ext-real M2( REAL )
(exp_R t) + (exp_R (- t)) is V11() real ext-real M2( REAL )
((exp_R t) + (exp_R (- t))) / 2 is V11() real ext-real M2( REAL )
((exp_R t) + (exp_R (- t))) * (2 ") is V11() real ext-real set
1 / (((exp_R t) + (exp_R (- t))) / 2) is V11() real ext-real M2( REAL )
(((exp_R t) + (exp_R (- t))) / 2) " is V11() real ext-real set
1 * ((((exp_R t) + (exp_R (- t))) / 2) ") is V11() real ext-real set
- 2 is V11() real ext-real non positive V33() V34() M2( INT )
delta (x,(- 2),x) is V11() real ext-real set
(- 2) ^2 is V11() real ext-real set
(- 2) * (- 2) is V11() real ext-real non negative set
4 * x is V11() real ext-real M2( REAL )
(4 * x) * x is V11() real ext-real M2( REAL )
((- 2) ^2) - ((4 * x) * x) is V11() real ext-real M2( REAL )
- ((4 * x) * x) is V11() real ext-real set
((- 2) ^2) + (- ((4 * x) * x)) is V11() real ext-real set
4 * (x ^2) is V11() real ext-real M2( REAL )
4 - (4 * (x ^2)) is V11() real ext-real M2( REAL )
- (4 * (x ^2)) is V11() real ext-real set
4 + (- (4 * (x ^2))) is V11() real ext-real set
1 * 2 is natural V11() real ext-real non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
2 * (((exp_R t) + (exp_R (- t))) / 2) is V11() real ext-real M2( REAL )
(1 * 2) / (2 * (((exp_R t) + (exp_R (- t))) / 2)) is V11() real ext-real M2( REAL )
(2 * (((exp_R t) + (exp_R (- t))) / 2)) " is V11() real ext-real set
(1 * 2) * ((2 * (((exp_R t) + (exp_R (- t))) / 2)) ") is V11() real ext-real set
1 / (exp_R t) is V11() real ext-real M2( REAL )
(exp_R t) " is V11() real ext-real set
1 * ((exp_R t) ") is V11() real ext-real set
(exp_R t) + (1 / (exp_R t)) is V11() real ext-real M2( REAL )
2 / ((exp_R t) + (1 / (exp_R t))) is V11() real ext-real M2( REAL )
((exp_R t) + (1 / (exp_R t))) " is V11() real ext-real set
2 * (((exp_R t) + (1 / (exp_R t))) ") is V11() real ext-real set
(exp_R t) * (exp_R t) is V11() real ext-real M2( REAL )
1 + ((exp_R t) * (exp_R t)) is V11() real ext-real M2( REAL )
(1 + ((exp_R t) * (exp_R t))) / (exp_R t) is V11() real ext-real M2( REAL )
(1 + ((exp_R t) * (exp_R t))) * ((exp_R t) ") is V11() real ext-real set
2 / ((1 + ((exp_R t) * (exp_R t))) / (exp_R t)) is V11() real ext-real M2( REAL )
((1 + ((exp_R t) * (exp_R t))) / (exp_R t)) " is V11() real ext-real set
2 * (((1 + ((exp_R t) * (exp_R t))) / (exp_R t)) ") is V11() real ext-real set
(exp_R t) ^2 is V11() real ext-real set
(exp_R t) * (exp_R t) is V11() real ext-real set
1 + ((exp_R t) ^2) is V11() real ext-real M2( REAL )
(exp_R t) / (1 + ((exp_R t) ^2)) is V11() real ext-real M2( REAL )
(1 + ((exp_R t) ^2)) " is V11() real ext-real set
(exp_R t) * ((1 + ((exp_R t) ^2)) ") is V11() real ext-real set
2 * ((exp_R t) / (1 + ((exp_R t) ^2))) is V11() real ext-real M2( REAL )
2 * (exp_R t) is V11() real ext-real M2( REAL )
(2 * (exp_R t)) / (1 + ((exp_R t) ^2)) is V11() real ext-real M2( REAL )
(2 * (exp_R t)) * ((1 + ((exp_R t) ^2)) ") is V11() real ext-real set
x * (1 + ((exp_R t) ^2)) is V11() real ext-real M2( REAL )
Polynom (x,(- 2),x,(exp_R t)) is set
x * ((exp_R t) ^2) is V11() real ext-real M2( REAL )
(- 2) * (exp_R t) is V11() real ext-real M2( REAL )
(x * ((exp_R t) ^2)) + ((- 2) * (exp_R t)) is V11() real ext-real M2( REAL )
((x * ((exp_R t) ^2)) + ((- 2) * (exp_R t))) + x is V11() real ext-real M2( REAL )
- (- 2) is V11() real ext-real non negative V33() V34() M2( INT )
sqrt (delta (x,(- 2),x)) is V11() real ext-real set
(- (- 2)) + (sqrt (delta (x,(- 2),x))) is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
((- (- 2)) + (sqrt (delta (x,(- 2),x)))) / (2 * x) is V11() real ext-real M2( REAL )
(2 * x) " is V11() real ext-real set
((- (- 2)) + (sqrt (delta (x,(- 2),x)))) * ((2 * x) ") is V11() real ext-real set
(- (- 2)) - (sqrt (delta (x,(- 2),x))) is V11() real ext-real M2( REAL )
- (sqrt (delta (x,(- 2),x))) is V11() real ext-real set
(- (- 2)) + (- (sqrt (delta (x,(- 2),x)))) is V11() real ext-real set
((- (- 2)) - (sqrt (delta (x,(- 2),x)))) / (2 * x) is V11() real ext-real M2( REAL )
((- (- 2)) - (sqrt (delta (x,(- 2),x)))) * ((2 * x) ") is V11() real ext-real set
4 * (1 - (x ^2)) is V11() real ext-real M2( REAL )
sqrt (4 * (1 - (x ^2))) is V11() real ext-real M2( REAL )
2 + (sqrt (4 * (1 - (x ^2)))) is V11() real ext-real M2( REAL )
(2 + (sqrt (4 * (1 - (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 + (sqrt (4 * (1 - (x ^2))))) * ((2 * x) ") is V11() real ext-real set
2 - (sqrt (4 * (1 - (x ^2)))) is V11() real ext-real M2( REAL )
- (sqrt (4 * (1 - (x ^2)))) is V11() real ext-real set
2 + (- (sqrt (4 * (1 - (x ^2))))) is V11() real ext-real set
(2 - (sqrt (4 * (1 - (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 - (sqrt (4 * (1 - (x ^2))))) * ((2 * x) ") is V11() real ext-real set
2 * (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
2 + (2 * (sqrt (1 - (x ^2)))) is V11() real ext-real M2( REAL )
(2 + (2 * (sqrt (1 - (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 + (2 * (sqrt (1 - (x ^2))))) * ((2 * x) ") is V11() real ext-real set
2 - (2 * (sqrt (1 - (x ^2)))) is V11() real ext-real M2( REAL )
- (2 * (sqrt (1 - (x ^2)))) is V11() real ext-real set
2 + (- (2 * (sqrt (1 - (x ^2))))) is V11() real ext-real set
(2 - (2 * (sqrt (1 - (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 - (2 * (sqrt (1 - (x ^2))))) * ((2 * x) ") is V11() real ext-real set
2 * (1 + (sqrt (1 - (x ^2)))) is V11() real ext-real M2( REAL )
(2 * (1 + (sqrt (1 - (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 * (1 + (sqrt (1 - (x ^2))))) * ((2 * x) ") is V11() real ext-real set
1 - (sqrt (1 - (x ^2))) is V11() real ext-real M2( REAL )
- (sqrt (1 - (x ^2))) is V11() real ext-real set
1 + (- (sqrt (1 - (x ^2)))) is V11() real ext-real set
2 * (1 - (sqrt (1 - (x ^2)))) is V11() real ext-real M2( REAL )
(2 * (1 - (sqrt (1 - (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 * (1 - (sqrt (1 - (x ^2))))) * ((2 * x) ") is V11() real ext-real set
(1 - (sqrt (1 - (x ^2)))) / x is V11() real ext-real M2( REAL )
(1 - (sqrt (1 - (x ^2)))) * (x ") is V11() real ext-real set
(1 - (sqrt (1 - (x ^2)))) * (1 + (sqrt (1 - (x ^2)))) is V11() real ext-real M2( REAL )
x * (1 + (sqrt (1 - (x ^2)))) is V11() real ext-real M2( REAL )
((1 - (sqrt (1 - (x ^2)))) * (1 + (sqrt (1 - (x ^2))))) / (x * (1 + (sqrt (1 - (x ^2))))) is V11() real ext-real M2( REAL )
(x * (1 + (sqrt (1 - (x ^2))))) " is V11() real ext-real set
((1 - (sqrt (1 - (x ^2)))) * (1 + (sqrt (1 - (x ^2))))) * ((x * (1 + (sqrt (1 - (x ^2))))) ") is V11() real ext-real set
(sqrt (1 - (x ^2))) ^2 is V11() real ext-real M2( REAL )
(sqrt (1 - (x ^2))) * (sqrt (1 - (x ^2))) is V11() real ext-real set
1 - ((sqrt (1 - (x ^2))) ^2) is V11() real ext-real M2( REAL )
- ((sqrt (1 - (x ^2))) ^2) is V11() real ext-real set
1 + (- ((sqrt (1 - (x ^2))) ^2)) is V11() real ext-real set
(1 - ((sqrt (1 - (x ^2))) ^2)) / (x * (1 + (sqrt (1 - (x ^2))))) is V11() real ext-real M2( REAL )
(1 - ((sqrt (1 - (x ^2))) ^2)) * ((x * (1 + (sqrt (1 - (x ^2))))) ") is V11() real ext-real set
1 - (1 - (x ^2)) is V11() real ext-real M2( REAL )
- (1 - (x ^2)) is V11() real ext-real set
1 + (- (1 - (x ^2))) is V11() real ext-real set
(1 - (1 - (x ^2))) / (x * (1 + (sqrt (1 - (x ^2))))) is V11() real ext-real M2( REAL )
(1 - (1 - (x ^2))) * ((x * (1 + (sqrt (1 - (x ^2))))) ") is V11() real ext-real set
x / (1 + (sqrt (1 - (x ^2)))) is V11() real ext-real M2( REAL )
(1 + (sqrt (1 - (x ^2)))) " is V11() real ext-real set
x * ((1 + (sqrt (1 - (x ^2)))) ") is V11() real ext-real set
log (number_e,(exp_R t)) is V11() real ext-real set
1 / ((1 + (sqrt (1 - (x ^2)))) / x) is V11() real ext-real M2( REAL )
((1 + (sqrt (1 - (x ^2)))) / x) " is V11() real ext-real set
1 * (((1 + (sqrt (1 - (x ^2)))) / x) ") is V11() real ext-real set
((1 + (sqrt (1 - (x ^2)))) / x) to_power (- 1) is V11() real ext-real set
log (number_e,(((1 + (sqrt (1 - (x ^2)))) / x) to_power (- 1))) is V11() real ext-real set
(- 1) * (log (number_e,((1 + (sqrt (1 - (x ^2)))) / x))) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
x ^2 is V11() real ext-real set
x * x is V11() real ext-real set
1 + (x ^2) is V11() real ext-real M2( REAL )
sqrt (1 + (x ^2)) is V11() real ext-real M2( REAL )
1 + (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
(1 + (sqrt (1 + (x ^2)))) / x is V11() real ext-real M2( REAL )
x " is V11() real ext-real set
(1 + (sqrt (1 + (x ^2)))) * (x ") is V11() real ext-real set
log (number_e,((1 + (sqrt (1 + (x ^2)))) / x)) is V11() real ext-real M2( REAL )
1 - (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
- (sqrt (1 + (x ^2))) is V11() real ext-real set
1 + (- (sqrt (1 + (x ^2)))) is V11() real ext-real set
(1 - (sqrt (1 + (x ^2)))) / x is V11() real ext-real M2( REAL )
(1 - (sqrt (1 + (x ^2)))) * (x ") is V11() real ext-real set
log (number_e,((1 - (sqrt (1 + (x ^2)))) / x)) is V11() real ext-real M2( REAL )
t is V11() real ext-real set
exp_R t is V11() real ext-real set
- t is V11() real ext-real M2( REAL )
exp_R (- t) is V11() real ext-real M2( REAL )
(exp_R t) - (exp_R (- t)) is V11() real ext-real M2( REAL )
- (exp_R (- t)) is V11() real ext-real set
(exp_R t) + (- (exp_R (- t))) is V11() real ext-real set
((exp_R t) - (exp_R (- t))) / 2 is V11() real ext-real M2( REAL )
((exp_R t) - (exp_R (- t))) * (2 ") is V11() real ext-real set
1 / (((exp_R t) - (exp_R (- t))) / 2) is V11() real ext-real M2( REAL )
(((exp_R t) - (exp_R (- t))) / 2) " is V11() real ext-real set
1 * ((((exp_R t) - (exp_R (- t))) / 2) ") is V11() real ext-real set
- 2 is V11() real ext-real non positive V33() V34() M2( INT )
- x is V11() real ext-real M2( REAL )
delta (x,(- 2),(- x)) is V11() real ext-real set
(- 2) ^2 is V11() real ext-real set
(- 2) * (- 2) is V11() real ext-real non negative set
4 * x is V11() real ext-real M2( REAL )
(4 * x) * (- x) is V11() real ext-real M2( REAL )
((- 2) ^2) - ((4 * x) * (- x)) is V11() real ext-real M2( REAL )
- ((4 * x) * (- x)) is V11() real ext-real set
((- 2) ^2) + (- ((4 * x) * (- x))) is V11() real ext-real set
4 * (x ^2) is V11() real ext-real M2( REAL )
4 + (4 * (x ^2)) is V11() real ext-real M2( REAL )
1 * 2 is natural V11() real ext-real non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
2 * (((exp_R t) - (exp_R (- t))) / 2) is V11() real ext-real M2( REAL )
(1 * 2) / (2 * (((exp_R t) - (exp_R (- t))) / 2)) is V11() real ext-real M2( REAL )
(2 * (((exp_R t) - (exp_R (- t))) / 2)) " is V11() real ext-real set
(1 * 2) * ((2 * (((exp_R t) - (exp_R (- t))) / 2)) ") is V11() real ext-real set
1 / (exp_R t) is V11() real ext-real M2( REAL )
(exp_R t) " is V11() real ext-real set
1 * ((exp_R t) ") is V11() real ext-real set
(exp_R t) - (1 / (exp_R t)) is V11() real ext-real M2( REAL )
- (1 / (exp_R t)) is V11() real ext-real set
(exp_R t) + (- (1 / (exp_R t))) is V11() real ext-real set
2 / ((exp_R t) - (1 / (exp_R t))) is V11() real ext-real M2( REAL )
((exp_R t) - (1 / (exp_R t))) " is V11() real ext-real set
2 * (((exp_R t) - (1 / (exp_R t))) ") is V11() real ext-real set
(exp_R t) * (exp_R t) is V11() real ext-real M2( REAL )
((exp_R t) * (exp_R t)) - 1 is V11() real ext-real M2( REAL )
((exp_R t) * (exp_R t)) + (- 1) is V11() real ext-real set
(((exp_R t) * (exp_R t)) - 1) / (exp_R t) is V11() real ext-real M2( REAL )
(((exp_R t) * (exp_R t)) - 1) * ((exp_R t) ") is V11() real ext-real set
2 / ((((exp_R t) * (exp_R t)) - 1) / (exp_R t)) is V11() real ext-real M2( REAL )
((((exp_R t) * (exp_R t)) - 1) / (exp_R t)) " is V11() real ext-real set
2 * (((((exp_R t) * (exp_R t)) - 1) / (exp_R t)) ") is V11() real ext-real set
(exp_R t) ^2 is V11() real ext-real set
(exp_R t) * (exp_R t) is V11() real ext-real set
((exp_R t) ^2) - 1 is V11() real ext-real M2( REAL )
((exp_R t) ^2) + (- 1) is V11() real ext-real set
(exp_R t) / (((exp_R t) ^2) - 1) is V11() real ext-real M2( REAL )
(((exp_R t) ^2) - 1) " is V11() real ext-real set
(exp_R t) * ((((exp_R t) ^2) - 1) ") is V11() real ext-real set
2 * ((exp_R t) / (((exp_R t) ^2) - 1)) is V11() real ext-real M2( REAL )
2 * (exp_R t) is V11() real ext-real M2( REAL )
(2 * (exp_R t)) / (((exp_R t) ^2) - 1) is V11() real ext-real M2( REAL )
(2 * (exp_R t)) * ((((exp_R t) ^2) - 1) ") is V11() real ext-real set
x * (((exp_R t) ^2) - 1) is V11() real ext-real M2( REAL )
x * ((exp_R t) ^2) is V11() real ext-real M2( REAL )
(- 2) * (exp_R t) is V11() real ext-real M2( REAL )
(x * ((exp_R t) ^2)) + ((- 2) * (exp_R t)) is V11() real ext-real M2( REAL )
((x * ((exp_R t) ^2)) + ((- 2) * (exp_R t))) + (- x) is V11() real ext-real M2( REAL )
4 * (1 + (x ^2)) is V11() real ext-real M2( REAL )
0 * 4 is V1() natural V11() real ext-real non positive non negative V33() V34() V45() V46() V47() V48() V49() V50() V51() M3( REAL , NAT )
sqrt (delta (x,(- 2),(- x))) is V11() real ext-real set
2 + (sqrt (delta (x,(- 2),(- x)))) is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
(2 + (sqrt (delta (x,(- 2),(- x))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 * x) " is V11() real ext-real set
(2 + (sqrt (delta (x,(- 2),(- x))))) * ((2 * x) ") is V11() real ext-real set
- (- 2) is V11() real ext-real non negative V33() V34() M2( INT )
(- (- 2)) - (sqrt (delta (x,(- 2),(- x)))) is V11() real ext-real M2( REAL )
- (sqrt (delta (x,(- 2),(- x)))) is V11() real ext-real set
(- (- 2)) + (- (sqrt (delta (x,(- 2),(- x))))) is V11() real ext-real set
((- (- 2)) - (sqrt (delta (x,(- 2),(- x))))) / (2 * x) is V11() real ext-real M2( REAL )
((- (- 2)) - (sqrt (delta (x,(- 2),(- x))))) * ((2 * x) ") is V11() real ext-real set
(sqrt 4) * (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
2 + ((sqrt 4) * (sqrt (1 + (x ^2)))) is V11() real ext-real M2( REAL )
(2 + ((sqrt 4) * (sqrt (1 + (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 + ((sqrt 4) * (sqrt (1 + (x ^2))))) * ((2 * x) ") is V11() real ext-real set
sqrt (4 * (1 + (x ^2))) is V11() real ext-real M2( REAL )
2 - (sqrt (4 * (1 + (x ^2)))) is V11() real ext-real M2( REAL )
- (sqrt (4 * (1 + (x ^2)))) is V11() real ext-real set
2 + (- (sqrt (4 * (1 + (x ^2))))) is V11() real ext-real set
(2 - (sqrt (4 * (1 + (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 - (sqrt (4 * (1 + (x ^2))))) * ((2 * x) ") is V11() real ext-real set
2 * (1 + (sqrt (1 + (x ^2)))) is V11() real ext-real M2( REAL )
(2 * (1 + (sqrt (1 + (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 * (1 + (sqrt (1 + (x ^2))))) * ((2 * x) ") is V11() real ext-real set
2 * (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
2 - (2 * (sqrt (1 + (x ^2)))) is V11() real ext-real M2( REAL )
- (2 * (sqrt (1 + (x ^2)))) is V11() real ext-real set
2 + (- (2 * (sqrt (1 + (x ^2))))) is V11() real ext-real set
(2 - (2 * (sqrt (1 + (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 - (2 * (sqrt (1 + (x ^2))))) * ((2 * x) ") is V11() real ext-real set
2 * (1 - (sqrt (1 + (x ^2)))) is V11() real ext-real M2( REAL )
(2 * (1 - (sqrt (1 + (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 * (1 - (sqrt (1 + (x ^2))))) * ((2 * x) ") is V11() real ext-real set
4 * (1 + (x ^2)) is V11() real ext-real M2( REAL )
0 * 4 is V1() natural V11() real ext-real non positive non negative V33() V34() V45() V46() V47() V48() V49() V50() V51() M3( REAL , NAT )
sqrt (delta (x,(- 2),(- x))) is V11() real ext-real set
2 + (sqrt (delta (x,(- 2),(- x)))) is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
(2 + (sqrt (delta (x,(- 2),(- x))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 * x) " is V11() real ext-real set
(2 + (sqrt (delta (x,(- 2),(- x))))) * ((2 * x) ") is V11() real ext-real set
- (- 2) is V11() real ext-real non negative V33() V34() M2( INT )
(- (- 2)) - (sqrt (delta (x,(- 2),(- x)))) is V11() real ext-real M2( REAL )
- (sqrt (delta (x,(- 2),(- x)))) is V11() real ext-real set
(- (- 2)) + (- (sqrt (delta (x,(- 2),(- x))))) is V11() real ext-real set
((- (- 2)) - (sqrt (delta (x,(- 2),(- x))))) / (2 * x) is V11() real ext-real M2( REAL )
((- (- 2)) - (sqrt (delta (x,(- 2),(- x))))) * ((2 * x) ") is V11() real ext-real set
(sqrt 4) * (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
2 + ((sqrt 4) * (sqrt (1 + (x ^2)))) is V11() real ext-real M2( REAL )
(2 + ((sqrt 4) * (sqrt (1 + (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 + ((sqrt 4) * (sqrt (1 + (x ^2))))) * ((2 * x) ") is V11() real ext-real set
sqrt (4 * (1 + (x ^2))) is V11() real ext-real M2( REAL )
2 - (sqrt (4 * (1 + (x ^2)))) is V11() real ext-real M2( REAL )
- (sqrt (4 * (1 + (x ^2)))) is V11() real ext-real set
2 + (- (sqrt (4 * (1 + (x ^2))))) is V11() real ext-real set
(2 - (sqrt (4 * (1 + (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 - (sqrt (4 * (1 + (x ^2))))) * ((2 * x) ") is V11() real ext-real set
2 * (1 + (sqrt (1 + (x ^2)))) is V11() real ext-real M2( REAL )
(2 * (1 + (sqrt (1 + (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 * (1 + (sqrt (1 + (x ^2))))) * ((2 * x) ") is V11() real ext-real set
2 * (sqrt (1 + (x ^2))) is V11() real ext-real M2( REAL )
2 - (2 * (sqrt (1 + (x ^2)))) is V11() real ext-real M2( REAL )
- (2 * (sqrt (1 + (x ^2)))) is V11() real ext-real set
2 + (- (2 * (sqrt (1 + (x ^2))))) is V11() real ext-real set
(2 - (2 * (sqrt (1 + (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 - (2 * (sqrt (1 + (x ^2))))) * ((2 * x) ") is V11() real ext-real set
2 * (1 - (sqrt (1 + (x ^2)))) is V11() real ext-real M2( REAL )
(2 * (1 - (sqrt (1 + (x ^2))))) / (2 * x) is V11() real ext-real M2( REAL )
(2 * (1 - (sqrt (1 + (x ^2))))) * ((2 * x) ") is V11() real ext-real set
x is V11() real ext-real set
2 * x is V11() real ext-real M2( REAL )
cosh . (2 * x) is V11() real ext-real M2( REAL )
sinh . x is V11() real ext-real M2( REAL )
(sinh . x) ^2 is V11() real ext-real M2( REAL )
(sinh . x) * (sinh . x) is V11() real ext-real set
2 * ((sinh . x) ^2) is V11() real ext-real M2( REAL )
1 + (2 * ((sinh . x) ^2)) is V11() real ext-real M2( REAL )
(cosh . (2 * x)) - 1 is V11() real ext-real M2( REAL )
(cosh . (2 * x)) + (- 1) is V11() real ext-real set
(1 / 2) * ((cosh . (2 * x)) - 1) is V11() real ext-real M2( REAL )
2 * ((1 / 2) * ((cosh . (2 * x)) - 1)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
cosh . x is V11() real ext-real M2( REAL )
(cosh . x) ^2 is V11() real ext-real M2( REAL )
(cosh . x) * (cosh . x) is V11() real ext-real set
sinh . x is V11() real ext-real M2( REAL )
(sinh . x) ^2 is V11() real ext-real M2( REAL )
(sinh . x) * (sinh . x) is V11() real ext-real set
1 + ((sinh . x) ^2) is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
cosh . (2 * x) is V11() real ext-real M2( REAL )
x + x is V11() real ext-real M2( REAL )
cosh . (x + x) is V11() real ext-real M2( REAL )
((cosh . x) ^2) + ((sinh . x) ^2) is V11() real ext-real M2( REAL )
2 * ((sinh . x) ^2) is V11() real ext-real M2( REAL )
1 + (2 * ((sinh . x) ^2)) is V11() real ext-real M2( REAL )
(1 + (2 * ((sinh . x) ^2))) - ((sinh . x) ^2) is V11() real ext-real M2( REAL )
- ((sinh . x) ^2) is V11() real ext-real set
(1 + (2 * ((sinh . x) ^2))) + (- ((sinh . x) ^2)) is V11() real ext-real set
(((cosh . x) ^2) + ((sinh . x) ^2)) - ((sinh . x) ^2) is V11() real ext-real M2( REAL )
(((cosh . x) ^2) + ((sinh . x) ^2)) + (- ((sinh . x) ^2)) is V11() real ext-real set
x is V11() real ext-real set
sinh . x is V11() real ext-real M2( REAL )
(sinh . x) ^2 is V11() real ext-real M2( REAL )
(sinh . x) * (sinh . x) is V11() real ext-real set
cosh . x is V11() real ext-real M2( REAL )
(cosh . x) ^2 is V11() real ext-real M2( REAL )
(cosh . x) * (cosh . x) is V11() real ext-real set
((cosh . x) ^2) - 1 is V11() real ext-real M2( REAL )
((cosh . x) ^2) + (- 1) is V11() real ext-real set
((cosh . x) ^2) - ((sinh . x) ^2) is V11() real ext-real M2( REAL )
- ((sinh . x) ^2) is V11() real ext-real set
((cosh . x) ^2) + (- ((sinh . x) ^2)) is V11() real ext-real set
(((cosh . x) ^2) - ((sinh . x) ^2)) - 1 is V11() real ext-real M2( REAL )
(((cosh . x) ^2) - ((sinh . x) ^2)) + (- 1) is V11() real ext-real set
1 - 1 is V11() real ext-real V33() V34() M2( INT )
1 + (- 1) is V11() real ext-real set
5 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
20 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
3 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
16 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
x is V11() real ext-real set
5 * x is V11() real ext-real M2( REAL )
sinh (5 * x) is V11() real ext-real M2( REAL )
sinh x is V11() real ext-real M2( REAL )
5 * (sinh x) is V11() real ext-real M2( REAL )
(sinh x) |^ 3 is V11() real ext-real M2( REAL )
20 * ((sinh x) |^ 3) is V11() real ext-real M2( REAL )
(5 * (sinh x)) + (20 * ((sinh x) |^ 3)) is V11() real ext-real M2( REAL )
(sinh x) |^ 5 is V11() real ext-real M2( REAL )
16 * ((sinh x) |^ 5) is V11() real ext-real M2( REAL )
((5 * (sinh x)) + (20 * ((sinh x) |^ 3))) + (16 * ((sinh x) |^ 5)) is V11() real ext-real M2( REAL )
sinh . x is V11() real ext-real M2( REAL )
4 * x is V11() real ext-real M2( REAL )
(4 * x) + x is V11() real ext-real M2( REAL )
sinh . ((4 * x) + x) is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
2 * (2 * x) is V11() real ext-real M2( REAL )
sinh . (2 * (2 * x)) is V11() real ext-real M2( REAL )
cosh . x is V11() real ext-real M2( REAL )
(sinh . (2 * (2 * x))) * (cosh . x) is V11() real ext-real M2( REAL )
cosh . (4 * x) is V11() real ext-real M2( REAL )
(cosh . (4 * x)) * (sinh . x) is V11() real ext-real M2( REAL )
((sinh . (2 * (2 * x))) * (cosh . x)) + ((cosh . (4 * x)) * (sinh . x)) is V11() real ext-real M2( REAL )
sinh . (2 * x) is V11() real ext-real M2( REAL )
2 * (sinh . (2 * x)) is V11() real ext-real M2( REAL )
cosh . (2 * x) is V11() real ext-real M2( REAL )
(2 * (sinh . (2 * x))) * (cosh . (2 * x)) is V11() real ext-real M2( REAL )
((2 * (sinh . (2 * x))) * (cosh . (2 * x))) * (cosh . x) is V11() real ext-real M2( REAL )
(((2 * (sinh . (2 * x))) * (cosh . (2 * x))) * (cosh . x)) + ((cosh . (4 * x)) * (sinh . x)) is V11() real ext-real M2( REAL )
2 * (sinh . x) is V11() real ext-real M2( REAL )
(2 * (sinh . x)) * (cosh . x) is V11() real ext-real M2( REAL )
2 * ((2 * (sinh . x)) * (cosh . x)) is V11() real ext-real M2( REAL )
(2 * ((2 * (sinh . x)) * (cosh . x))) * (cosh . (2 * x)) is V11() real ext-real M2( REAL )
((2 * ((2 * (sinh . x)) * (cosh . x))) * (cosh . (2 * x))) * (cosh . x) is V11() real ext-real M2( REAL )
(((2 * ((2 * (sinh . x)) * (cosh . x))) * (cosh . (2 * x))) * (cosh . x)) + ((cosh . (4 * x)) * (sinh . x)) is V11() real ext-real M2( REAL )
4 * (sinh . x) is V11() real ext-real M2( REAL )
(cosh . x) ^2 is V11() real ext-real M2( REAL )
(cosh . x) * (cosh . x) is V11() real ext-real set
(4 * (sinh . x)) * ((cosh . x) ^2) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) * ((cosh . x) ^2)) * (cosh . (2 * x)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) * ((cosh . x) ^2)) * (cosh . (2 * x))) + ((cosh . (4 * x)) * (sinh . x)) is V11() real ext-real M2( REAL )
(sinh . x) ^2 is V11() real ext-real M2( REAL )
(sinh . x) * (sinh . x) is V11() real ext-real set
2 * ((sinh . x) ^2) is V11() real ext-real M2( REAL )
1 + (2 * ((sinh . x) ^2)) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) * ((cosh . x) ^2)) * (1 + (2 * ((sinh . x) ^2))) is V11() real ext-real M2( REAL )
cosh . (2 * (2 * x)) is V11() real ext-real M2( REAL )
(cosh . (2 * (2 * x))) * (sinh . x) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) * ((cosh . x) ^2)) * (1 + (2 * ((sinh . x) ^2)))) + ((cosh . (2 * (2 * x))) * (sinh . x)) is V11() real ext-real M2( REAL )
(sinh . (2 * x)) ^2 is V11() real ext-real M2( REAL )
(sinh . (2 * x)) * (sinh . (2 * x)) is V11() real ext-real set
2 * ((sinh . (2 * x)) ^2) is V11() real ext-real M2( REAL )
1 + (2 * ((sinh . (2 * x)) ^2)) is V11() real ext-real M2( REAL )
(1 + (2 * ((sinh . (2 * x)) ^2))) * (sinh . x) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) * ((cosh . x) ^2)) * (1 + (2 * ((sinh . x) ^2)))) + ((1 + (2 * ((sinh . (2 * x)) ^2))) * (sinh . x)) is V11() real ext-real M2( REAL )
((2 * (sinh . x)) * (cosh . x)) ^2 is V11() real ext-real M2( REAL )
((2 * (sinh . x)) * (cosh . x)) * ((2 * (sinh . x)) * (cosh . x)) is V11() real ext-real set
2 * (((2 * (sinh . x)) * (cosh . x)) ^2) is V11() real ext-real M2( REAL )
1 + (2 * (((2 * (sinh . x)) * (cosh . x)) ^2)) is V11() real ext-real M2( REAL )
(1 + (2 * (((2 * (sinh . x)) * (cosh . x)) ^2))) * (sinh . x) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) * ((cosh . x) ^2)) * (1 + (2 * ((sinh . x) ^2)))) + ((1 + (2 * (((2 * (sinh . x)) * (cosh . x)) ^2))) * (sinh . x)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) * ((cosh . x) ^2)) * (1 + (2 * ((sinh . x) ^2)))) + (sinh . x) is V11() real ext-real M2( REAL )
8 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
8 * ((sinh . x) ^2) is V11() real ext-real M2( REAL )
(8 * ((sinh . x) ^2)) * (sinh . x) is V11() real ext-real M2( REAL )
((8 * ((sinh . x) ^2)) * (sinh . x)) * ((cosh . x) ^2) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) * ((cosh . x) ^2)) * (1 + (2 * ((sinh . x) ^2)))) + (sinh . x)) + (((8 * ((sinh . x) ^2)) * (sinh . x)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
(sinh . x) |^ 1 is V11() real ext-real M2( REAL )
((sinh . x) |^ 1) * (sinh . x) is V11() real ext-real M2( REAL )
8 * (((sinh . x) |^ 1) * (sinh . x)) is V11() real ext-real M2( REAL )
(8 * (((sinh . x) |^ 1) * (sinh . x))) * (sinh . x) is V11() real ext-real M2( REAL )
((8 * (((sinh . x) |^ 1) * (sinh . x))) * (sinh . x)) * ((cosh . x) ^2) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) * ((cosh . x) ^2)) * (1 + (2 * ((sinh . x) ^2)))) + (sinh . x)) + (((8 * (((sinh . x) |^ 1) * (sinh . x))) * (sinh . x)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
1 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(sinh . x) |^ (1 + 1) is V11() real ext-real M2( REAL )
8 * ((sinh . x) |^ (1 + 1)) is V11() real ext-real M2( REAL )
(8 * ((sinh . x) |^ (1 + 1))) * (sinh . x) is V11() real ext-real M2( REAL )
((8 * ((sinh . x) |^ (1 + 1))) * (sinh . x)) * ((cosh . x) ^2) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) * ((cosh . x) ^2)) * (1 + (2 * ((sinh . x) ^2)))) + (sinh . x)) + (((8 * ((sinh . x) |^ (1 + 1))) * (sinh . x)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
(sinh . x) |^ 2 is V11() real ext-real M2( REAL )
((sinh . x) |^ 2) * (sinh . x) is V11() real ext-real M2( REAL )
8 * (((sinh . x) |^ 2) * (sinh . x)) is V11() real ext-real M2( REAL )
(8 * (((sinh . x) |^ 2) * (sinh . x))) * ((cosh . x) ^2) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) * ((cosh . x) ^2)) * (1 + (2 * ((sinh . x) ^2)))) + (sinh . x)) + ((8 * (((sinh . x) |^ 2) * (sinh . x))) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
2 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(sinh . x) |^ (2 + 1) is V11() real ext-real M2( REAL )
8 * ((sinh . x) |^ (2 + 1)) is V11() real ext-real M2( REAL )
(8 * ((sinh . x) |^ (2 + 1))) * ((cosh . x) ^2) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) * ((cosh . x) ^2)) * (1 + (2 * ((sinh . x) ^2)))) + (sinh . x)) + ((8 * ((sinh . x) |^ (2 + 1))) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) * ((cosh . x) ^2)) * 1 is V11() real ext-real M2( REAL )
((4 * (sinh . x)) * ((cosh . x) ^2)) * 2 is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) * ((cosh . x) ^2)) * 2) * ((sinh . x) ^2) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) * ((cosh . x) ^2)) * 1) + ((((4 * (sinh . x)) * ((cosh . x) ^2)) * 2) * ((sinh . x) ^2)) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) * ((cosh . x) ^2)) * 1) + ((((4 * (sinh . x)) * ((cosh . x) ^2)) * 2) * ((sinh . x) ^2))) + (sinh . x) is V11() real ext-real M2( REAL )
(sinh . x) |^ 3 is V11() real ext-real M2( REAL )
8 * ((sinh . x) |^ 3) is V11() real ext-real M2( REAL )
(8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2) is V11() real ext-real M2( REAL )
(((((4 * (sinh . x)) * ((cosh . x) ^2)) * 1) + ((((4 * (sinh . x)) * ((cosh . x) ^2)) * 2) * ((sinh . x) ^2))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
1 + ((sinh . x) ^2) is V11() real ext-real M2( REAL )
(4 * (sinh . x)) * (1 + ((sinh . x) ^2)) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) * (1 + ((sinh . x) ^2))) * 1 is V11() real ext-real M2( REAL )
8 * (sinh . x) is V11() real ext-real M2( REAL )
(8 * (sinh . x)) * ((cosh . x) ^2) is V11() real ext-real M2( REAL )
((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) * (1 + ((sinh . x) ^2))) * 1) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2)) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) * (1 + ((sinh . x) ^2))) * 1) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2))) + (sinh . x) is V11() real ext-real M2( REAL )
(((((4 * (sinh . x)) * (1 + ((sinh . x) ^2))) * 1) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
(4 * (sinh . x)) * (sinh . x) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) * (sinh . x)) * (sinh . x) is V11() real ext-real M2( REAL )
(4 * (sinh . x)) + (((4 * (sinh . x)) * (sinh . x)) * (sinh . x)) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) + (((4 * (sinh . x)) * (sinh . x)) * (sinh . x))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (((4 * (sinh . x)) * (sinh . x)) * (sinh . x))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2))) + (sinh . x) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (((4 * (sinh . x)) * (sinh . x)) * (sinh . x))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
4 * ((sinh . x) |^ 1) is V11() real ext-real M2( REAL )
(4 * ((sinh . x) |^ 1)) * (sinh . x) is V11() real ext-real M2( REAL )
((4 * ((sinh . x) |^ 1)) * (sinh . x)) * (sinh . x) is V11() real ext-real M2( REAL )
(4 * (sinh . x)) + (((4 * ((sinh . x) |^ 1)) * (sinh . x)) * (sinh . x)) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) + (((4 * ((sinh . x) |^ 1)) * (sinh . x)) * (sinh . x))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (((4 * ((sinh . x) |^ 1)) * (sinh . x)) * (sinh . x))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2))) + (sinh . x) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (((4 * ((sinh . x) |^ 1)) * (sinh . x)) * (sinh . x))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
4 * (((sinh . x) |^ 1) * (sinh . x)) is V11() real ext-real M2( REAL )
(4 * (((sinh . x) |^ 1) * (sinh . x))) * (sinh . x) is V11() real ext-real M2( REAL )
(4 * (sinh . x)) + ((4 * (((sinh . x) |^ 1) * (sinh . x))) * (sinh . x)) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) + ((4 * (((sinh . x) |^ 1) * (sinh . x))) * (sinh . x))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + ((4 * (((sinh . x) |^ 1) * (sinh . x))) * (sinh . x))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2))) + (sinh . x) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + ((4 * (((sinh . x) |^ 1) * (sinh . x))) * (sinh . x))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
4 * ((sinh . x) |^ (1 + 1)) is V11() real ext-real M2( REAL )
(4 * ((sinh . x) |^ (1 + 1))) * (sinh . x) is V11() real ext-real M2( REAL )
(4 * (sinh . x)) + ((4 * ((sinh . x) |^ (1 + 1))) * (sinh . x)) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) + ((4 * ((sinh . x) |^ (1 + 1))) * (sinh . x))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + ((4 * ((sinh . x) |^ (1 + 1))) * (sinh . x))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2))) + (sinh . x) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + ((4 * ((sinh . x) |^ (1 + 1))) * (sinh . x))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
4 * (((sinh . x) |^ 2) * (sinh . x)) is V11() real ext-real M2( REAL )
(4 * (sinh . x)) + (4 * (((sinh . x) |^ 2) * (sinh . x))) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) + (4 * (((sinh . x) |^ 2) * (sinh . x)))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (4 * (((sinh . x) |^ 2) * (sinh . x)))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2))) + (sinh . x) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (4 * (((sinh . x) |^ 2) * (sinh . x)))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
4 * ((sinh . x) |^ (2 + 1)) is V11() real ext-real M2( REAL )
(4 * (sinh . x)) + (4 * ((sinh . x) |^ (2 + 1))) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) + (4 * ((sinh . x) |^ (2 + 1)))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (4 * ((sinh . x) |^ (2 + 1)))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2))) + (sinh . x) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (4 * ((sinh . x) |^ (2 + 1)))) + (((8 * (sinh . x)) * ((cosh . x) ^2)) * ((sinh . x) ^2))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
4 * ((sinh . x) |^ 3) is V11() real ext-real M2( REAL )
(4 * (sinh . x)) + (4 * ((sinh . x) |^ 3)) is V11() real ext-real M2( REAL )
(8 * (sinh . x)) * (sinh . x) is V11() real ext-real M2( REAL )
((8 * (sinh . x)) * (sinh . x)) * (sinh . x) is V11() real ext-real M2( REAL )
(((8 * (sinh . x)) * (sinh . x)) * (sinh . x)) * ((cosh . x) ^2) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((((8 * (sinh . x)) * (sinh . x)) * (sinh . x)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((((8 * (sinh . x)) * (sinh . x)) * (sinh . x)) * ((cosh . x) ^2))) + (sinh . x) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((((8 * (sinh . x)) * (sinh . x)) * (sinh . x)) * ((cosh . x) ^2))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
8 * ((sinh . x) |^ 1) is V11() real ext-real M2( REAL )
(8 * ((sinh . x) |^ 1)) * (sinh . x) is V11() real ext-real M2( REAL )
((8 * ((sinh . x) |^ 1)) * (sinh . x)) * (sinh . x) is V11() real ext-real M2( REAL )
(((8 * ((sinh . x) |^ 1)) * (sinh . x)) * (sinh . x)) * ((cosh . x) ^2) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((((8 * ((sinh . x) |^ 1)) * (sinh . x)) * (sinh . x)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((((8 * ((sinh . x) |^ 1)) * (sinh . x)) * (sinh . x)) * ((cosh . x) ^2))) + (sinh . x) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((((8 * ((sinh . x) |^ 1)) * (sinh . x)) * (sinh . x)) * ((cosh . x) ^2))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (((8 * (((sinh . x) |^ 1) * (sinh . x))) * (sinh . x)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (((8 * (((sinh . x) |^ 1) * (sinh . x))) * (sinh . x)) * ((cosh . x) ^2))) + (sinh . x) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (((8 * (((sinh . x) |^ 1) * (sinh . x))) * (sinh . x)) * ((cosh . x) ^2))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (((8 * ((sinh . x) |^ (1 + 1))) * (sinh . x)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (((8 * ((sinh . x) |^ (1 + 1))) * (sinh . x)) * ((cosh . x) ^2))) + (sinh . x) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (((8 * ((sinh . x) |^ (1 + 1))) * (sinh . x)) * ((cosh . x) ^2))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((8 * (((sinh . x) |^ 2) * (sinh . x))) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((8 * (((sinh . x) |^ 2) * (sinh . x))) * ((cosh . x) ^2))) + (sinh . x) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((8 * (((sinh . x) |^ 2) * (sinh . x))) * ((cosh . x) ^2))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((8 * ((sinh . x) |^ (2 + 1))) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((8 * ((sinh . x) |^ (2 + 1))) * ((cosh . x) ^2))) + (sinh . x) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((8 * ((sinh . x) |^ (2 + 1))) * ((cosh . x) ^2))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
(8 * ((sinh . x) |^ 3)) * (1 + ((sinh . x) ^2)) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((8 * ((sinh . x) |^ 3)) * (1 + ((sinh . x) ^2))) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((8 * ((sinh . x) |^ 3)) * (1 + ((sinh . x) ^2)))) + (sinh . x) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + ((8 * ((sinh . x) |^ 3)) * (1 + ((sinh . x) ^2)))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3)) is V11() real ext-real M2( REAL )
((sinh . x) |^ 3) * (sinh . x) is V11() real ext-real M2( REAL )
8 * (((sinh . x) |^ 3) * (sinh . x)) is V11() real ext-real M2( REAL )
(8 * (((sinh . x) |^ 3) * (sinh . x))) * (sinh . x) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + ((8 * (((sinh . x) |^ 3) * (sinh . x))) * (sinh . x)) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + ((8 * (((sinh . x) |^ 3) * (sinh . x))) * (sinh . x))) + (sinh . x) is V11() real ext-real M2( REAL )
(((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + ((8 * (((sinh . x) |^ 3) * (sinh . x))) * (sinh . x))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
3 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(sinh . x) |^ (3 + 1) is V11() real ext-real M2( REAL )
8 * ((sinh . x) |^ (3 + 1)) is V11() real ext-real M2( REAL )
(8 * ((sinh . x) |^ (3 + 1))) * (sinh . x) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + ((8 * ((sinh . x) |^ (3 + 1))) * (sinh . x)) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + ((8 * ((sinh . x) |^ (3 + 1))) * (sinh . x))) + (sinh . x) is V11() real ext-real M2( REAL )
(((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + ((8 * ((sinh . x) |^ (3 + 1))) * (sinh . x))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
(sinh . x) |^ 4 is V11() real ext-real M2( REAL )
((sinh . x) |^ 4) * (sinh . x) is V11() real ext-real M2( REAL )
8 * (((sinh . x) |^ 4) * (sinh . x)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + (8 * (((sinh . x) |^ 4) * (sinh . x))) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + (8 * (((sinh . x) |^ 4) * (sinh . x)))) + (sinh . x) is V11() real ext-real M2( REAL )
(((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + (8 * (((sinh . x) |^ 4) * (sinh . x)))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
4 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(sinh . x) |^ (4 + 1) is V11() real ext-real M2( REAL )
8 * ((sinh . x) |^ (4 + 1)) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ (4 + 1))) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ (4 + 1)))) + (sinh . x) is V11() real ext-real M2( REAL )
(((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ (4 + 1)))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * ((cosh . x) ^2)) is V11() real ext-real M2( REAL )
(sinh . x) |^ 5 is V11() real ext-real M2( REAL )
8 * ((sinh . x) |^ 5) is V11() real ext-real M2( REAL )
(((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 5)) is V11() real ext-real M2( REAL )
((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 5))) + (sinh . x) is V11() real ext-real M2( REAL )
(((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 5))) + (sinh . x)) + ((8 * ((sinh . x) |^ 3)) * (1 + ((sinh . x) ^2))) is V11() real ext-real M2( REAL )
(((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 5))) + (sinh . x)) + (8 * ((sinh . x) |^ 3)) is V11() real ext-real M2( REAL )
((((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 5))) + (sinh . x)) + (8 * ((sinh . x) |^ 3))) + ((8 * (((sinh . x) |^ 3) * (sinh . x))) * (sinh . x)) is V11() real ext-real M2( REAL )
((((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 5))) + (sinh . x)) + (8 * ((sinh . x) |^ 3))) + ((8 * ((sinh . x) |^ (3 + 1))) * (sinh . x)) is V11() real ext-real M2( REAL )
((((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 5))) + (sinh . x)) + (8 * ((sinh . x) |^ 3))) + (8 * (((sinh . x) |^ 4) * (sinh . x))) is V11() real ext-real M2( REAL )
((((((4 * (sinh . x)) + (4 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ 5))) + (sinh . x)) + (8 * ((sinh . x) |^ 3))) + (8 * ((sinh . x) |^ (4 + 1))) is V11() real ext-real M2( REAL )
5 * (sinh . x) is V11() real ext-real M2( REAL )
20 * ((sinh . x) |^ 3) is V11() real ext-real M2( REAL )
(5 * (sinh . x)) + (20 * ((sinh . x) |^ 3)) is V11() real ext-real M2( REAL )
(8 * ((sinh . x) |^ 5)) + (8 * ((sinh . x) |^ 5)) is V11() real ext-real M2( REAL )
((5 * (sinh . x)) + (20 * ((sinh . x) |^ 3))) + ((8 * ((sinh . x) |^ 5)) + (8 * ((sinh . x) |^ 5))) is V11() real ext-real M2( REAL )
(5 * (sinh x)) + (20 * ((sinh . x) |^ 3)) is V11() real ext-real M2( REAL )
16 * ((sinh . x) |^ 5) is V11() real ext-real M2( REAL )
((5 * (sinh x)) + (20 * ((sinh . x) |^ 3))) + (16 * ((sinh . x) |^ 5)) is V11() real ext-real M2( REAL )
((5 * (sinh x)) + (20 * ((sinh x) |^ 3))) + (16 * ((sinh . x) |^ 5)) is V11() real ext-real M2( REAL )
x is V11() real ext-real set
5 * x is V11() real ext-real M2( REAL )
cosh (5 * x) is V11() real ext-real M2( REAL )
cosh x is V11() real ext-real M2( REAL )
5 * (cosh x) is V11() real ext-real M2( REAL )
(cosh x) |^ 3 is V11() real ext-real M2( REAL )
20 * ((cosh x) |^ 3) is V11() real ext-real M2( REAL )
(5 * (cosh x)) - (20 * ((cosh x) |^ 3)) is V11() real ext-real M2( REAL )
- (20 * ((cosh x) |^ 3)) is V11() real ext-real set
(5 * (cosh x)) + (- (20 * ((cosh x) |^ 3))) is V11() real ext-real set
(cosh x) |^ 5 is V11() real ext-real M2( REAL )
16 * ((cosh x) |^ 5) is V11() real ext-real M2( REAL )
((5 * (cosh x)) - (20 * ((cosh x) |^ 3))) + (16 * ((cosh x) |^ 5)) is V11() real ext-real M2( REAL )
cosh . x is V11() real ext-real M2( REAL )
sinh . x is V11() real ext-real M2( REAL )
4 * x is V11() real ext-real M2( REAL )
(4 * x) + x is V11() real ext-real M2( REAL )
cosh . ((4 * x) + x) is V11() real ext-real M2( REAL )
2 * x is V11() real ext-real M2( REAL )
2 * (2 * x) is V11() real ext-real M2( REAL )
cosh . (2 * (2 * x)) is V11() real ext-real M2( REAL )
(cosh . (2 * (2 * x))) * (cosh . x) is V11() real ext-real M2( REAL )
sinh . (4 * x) is V11() real ext-real M2( REAL )
(sinh . (4 * x)) * (sinh . x) is V11() real ext-real M2( REAL )
((cosh . (2 * (2 * x))) * (cosh . x)) + ((sinh . (4 * x)) * (sinh . x)) is V11() real ext-real M2( REAL )
sinh . (2 * x) is V11() real ext-real M2( REAL )
(sinh . (2 * x)) ^2 is V11() real ext-real M2( REAL )
(sinh . (2 * x)) * (sinh . (2 * x)) is V11() real ext-real set
2 * ((sinh . (2 * x)) ^2) is V11() real ext-real M2( REAL )
1 + (2 * ((sinh . (2 * x)) ^2)) is V11() real ext-real M2( REAL )
(1 + (2 * ((sinh . (2 * x)) ^2))) * (cosh . x) is V11() real ext-real M2( REAL )
((1 + (2 * ((sinh . (2 * x)) ^2))) * (cosh . x)) + ((sinh . (4 * x)) * (sinh . x)) is V11() real ext-real M2( REAL )
2 * (sinh . x) is V11() real ext-real M2( REAL )
(2 * (sinh . x)) * (cosh . x) is V11() real ext-real M2( REAL )
((2 * (sinh . x)) * (cosh . x)) ^2 is V11() real ext-real M2( REAL )
((2 * (sinh . x)) * (cosh . x)) * ((2 * (sinh . x)) * (cosh . x)) is V11() real ext-real set
2 * (((2 * (sinh . x)) * (cosh . x)) ^2) is V11() real ext-real M2( REAL )
1 + (2 * (((2 * (sinh . x)) * (cosh . x)) ^2)) is V11() real ext-real M2( REAL )
(1 + (2 * (((2 * (sinh . x)) * (cosh . x)) ^2))) * (cosh . x) is V11() real ext-real M2( REAL )
sinh . (2 * (2 * x)) is V11() real ext-real M2( REAL )
(sinh . (2 * (2 * x))) * (sinh . x) is V11() real ext-real M2( REAL )
((1 + (2 * (((2 * (sinh . x)) * (cosh . x)) ^2))) * (cosh . x)) + ((sinh . (2 * (2 * x))) * (sinh . x)) is V11() real ext-real M2( REAL )
8 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(sinh . x) ^2 is V11() real ext-real M2( REAL )
(sinh . x) * (sinh . x) is V11() real ext-real set
8 * ((sinh . x) ^2) is V11() real ext-real M2( REAL )
(cosh . x) ^2 is V11() real ext-real M2( REAL )
(cosh . x) * (cosh . x) is V11() real ext-real set
((cosh . x) ^2) * (cosh . x) is V11() real ext-real M2( REAL )
(8 * ((sinh . x) ^2)) * (((cosh . x) ^2) * (cosh . x)) is V11() real ext-real M2( REAL )
(cosh . x) + ((8 * ((sinh . x) ^2)) * (((cosh . x) ^2) * (cosh . x))) is V11() real ext-real M2( REAL )
((cosh . x) + ((8 * ((sinh . x) ^2)) * (((cosh . x) ^2) * (cosh . x)))) + ((sinh . (2 * (2 * x))) * (sinh . x)) is V11() real ext-real M2( REAL )
(cosh . x) |^ 1 is V11() real ext-real M2( REAL )
((cosh . x) |^ 1) * (cosh . x) is V11() real ext-real M2( REAL )
(((cosh . x) |^ 1) * (cosh . x)) * (cosh . x) is V11() real ext-real M2( REAL )
(8 * ((sinh . x) ^2)) * ((((cosh . x) |^ 1) * (cosh . x)) * (cosh . x)) is V11() real ext-real M2( REAL )
(cosh . x) + ((8 * ((sinh . x) ^2)) * ((((cosh . x) |^ 1) * (cosh . x)) * (cosh . x))) is V11() real ext-real M2( REAL )
((cosh . x) + ((8 * ((sinh . x) ^2)) * ((((cosh . x) |^ 1) * (cosh . x)) * (cosh . x)))) + ((sinh . (2 * (2 * x))) * (sinh . x)) is V11() real ext-real M2( REAL )
1 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(cosh . x) |^ (1 + 1) is V11() real ext-real M2( REAL )
((cosh . x) |^ (1 + 1)) * (cosh . x) is V11() real ext-real M2( REAL )
(8 * ((sinh . x) ^2)) * (((cosh . x) |^ (1 + 1)) * (cosh . x)) is V11() real ext-real M2( REAL )
(cosh . x) + ((8 * ((sinh . x) ^2)) * (((cosh . x) |^ (1 + 1)) * (cosh . x))) is V11() real ext-real M2( REAL )
((cosh . x) + ((8 * ((sinh . x) ^2)) * (((cosh . x) |^ (1 + 1)) * (cosh . x)))) + ((sinh . (2 * (2 * x))) * (sinh . x)) is V11() real ext-real M2( REAL )
2 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(cosh . x) |^ (2 + 1) is V11() real ext-real M2( REAL )
(8 * ((sinh . x) ^2)) * ((cosh . x) |^ (2 + 1)) is V11() real ext-real M2( REAL )
(cosh . x) + ((8 * ((sinh . x) ^2)) * ((cosh . x) |^ (2 + 1))) is V11() real ext-real M2( REAL )
((cosh . x) + ((8 * ((sinh . x) ^2)) * ((cosh . x) |^ (2 + 1)))) + ((sinh . (2 * (2 * x))) * (sinh . x)) is V11() real ext-real M2( REAL )
((cosh . x) ^2) - 1 is V11() real ext-real M2( REAL )
((cosh . x) ^2) + (- 1) is V11() real ext-real set
8 * (((cosh . x) ^2) - 1) is V11() real ext-real M2( REAL )
(cosh . x) |^ 3 is V11() real ext-real M2( REAL )
(8 * (((cosh . x) ^2) - 1)) * ((cosh . x) |^ 3) is V11() real ext-real M2( REAL )
(cosh . x) + ((8 * (((cosh . x) ^2) - 1)) * ((cosh . x) |^ 3)) is V11() real ext-real M2( REAL )
((cosh . x) + ((8 * (((cosh . x) ^2) - 1)) * ((cosh . x) |^ 3))) + ((sinh . (2 * (2 * x))) * (sinh . x)) is V11() real ext-real M2( REAL )
((cosh . x) |^ 3) * (cosh . x) is V11() real ext-real M2( REAL )
(((cosh . x) |^ 3) * (cosh . x)) * (cosh . x) is V11() real ext-real M2( REAL )
8 * ((((cosh . x) |^ 3) * (cosh . x)) * (cosh . x)) is V11() real ext-real M2( REAL )
(cosh . x) + (8 * ((((cosh . x) |^ 3) * (cosh . x)) * (cosh . x))) is V11() real ext-real M2( REAL )
8 * ((cosh . x) |^ 3) is V11() real ext-real M2( REAL )
((cosh . x) + (8 * ((((cosh . x) |^ 3) * (cosh . x)) * (cosh . x)))) - (8 * ((cosh . x) |^ 3)) is V11() real ext-real M2( REAL )
- (8 * ((cosh . x) |^ 3)) is V11() real ext-real set
((cosh . x) + (8 * ((((cosh . x) |^ 3) * (cosh . x)) * (cosh . x)))) + (- (8 * ((cosh . x) |^ 3))) is V11() real ext-real set
(((cosh . x) + (8 * ((((cosh . x) |^ 3) * (cosh . x)) * (cosh . x)))) - (8 * ((cosh . x) |^ 3))) + ((sinh . (2 * (2 * x))) * (sinh . x)) is V11() real ext-real M2( REAL )
3 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(cosh . x) |^ (3 + 1) is V11() real ext-real M2( REAL )
((cosh . x) |^ (3 + 1)) * (cosh . x) is V11() real ext-real M2( REAL )
8 * (((cosh . x) |^ (3 + 1)) * (cosh . x)) is V11() real ext-real M2( REAL )
(cosh . x) + (8 * (((cosh . x) |^ (3 + 1)) * (cosh . x))) is V11() real ext-real M2( REAL )
((cosh . x) + (8 * (((cosh . x) |^ (3 + 1)) * (cosh . x)))) - (8 * ((cosh . x) |^ 3)) is V11() real ext-real M2( REAL )
((cosh . x) + (8 * (((cosh . x) |^ (3 + 1)) * (cosh . x)))) + (- (8 * ((cosh . x) |^ 3))) is V11() real ext-real set
(((cosh . x) + (8 * (((cosh . x) |^ (3 + 1)) * (cosh . x)))) - (8 * ((cosh . x) |^ 3))) + ((sinh . (2 * (2 * x))) * (sinh . x)) is V11() real ext-real M2( REAL )
4 + 1 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
(cosh . x) |^ (4 + 1) is V11() real ext-real M2( REAL )
8 * ((cosh . x) |^ (4 + 1)) is V11() real ext-real M2( REAL )
(cosh . x) + (8 * ((cosh . x) |^ (4 + 1))) is V11() real ext-real M2( REAL )
((cosh . x) + (8 * ((cosh . x) |^ (4 + 1)))) - (8 * ((cosh . x) |^ 3)) is V11() real ext-real M2( REAL )
((cosh . x) + (8 * ((cosh . x) |^ (4 + 1)))) + (- (8 * ((cosh . x) |^ 3))) is V11() real ext-real set
(((cosh . x) + (8 * ((cosh . x) |^ (4 + 1)))) - (8 * ((cosh . x) |^ 3))) + ((sinh . (2 * (2 * x))) * (sinh . x)) is V11() real ext-real M2( REAL )
(cosh . x) |^ 5 is V11() real ext-real M2( REAL )
8 * ((cosh . x) |^ 5) is V11() real ext-real M2( REAL )
(cosh . x) + (8 * ((cosh . x) |^ 5)) is V11() real ext-real M2( REAL )
((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3)) is V11() real ext-real M2( REAL )
((cosh . x) + (8 * ((cosh . x) |^ 5))) + (- (8 * ((cosh . x) |^ 3))) is V11() real ext-real set
2 * (sinh . (2 * x)) is V11() real ext-real M2( REAL )
cosh . (2 * x) is V11() real ext-real M2( REAL )
(2 * (sinh . (2 * x))) * (cosh . (2 * x)) is V11() real ext-real M2( REAL )
((2 * (sinh . (2 * x))) * (cosh . (2 * x))) * (sinh . x) is V11() real ext-real M2( REAL )
(((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (((2 * (sinh . (2 * x))) * (cosh . (2 * x))) * (sinh . x)) is V11() real ext-real M2( REAL )
2 * ((2 * (sinh . x)) * (cosh . x)) is V11() real ext-real M2( REAL )
(2 * ((2 * (sinh . x)) * (cosh . x))) * (cosh . (2 * x)) is V11() real ext-real M2( REAL )
((2 * ((2 * (sinh . x)) * (cosh . x))) * (cosh . (2 * x))) * (sinh . x) is V11() real ext-real M2( REAL )
(((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (((2 * ((2 * (sinh . x)) * (cosh . x))) * (cosh . (2 * x))) * (sinh . x)) is V11() real ext-real M2( REAL )
4 * ((sinh . x) ^2) is V11() real ext-real M2( REAL )
(4 * ((sinh . x) ^2)) * (cosh . x) is V11() real ext-real M2( REAL )
((4 * ((sinh . x) ^2)) * (cosh . x)) * (cosh . (2 * x)) is V11() real ext-real M2( REAL )
(((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (((4 * ((sinh . x) ^2)) * (cosh . x)) * (cosh . (2 * x))) is V11() real ext-real M2( REAL )
4 * (((cosh . x) ^2) - 1) is V11() real ext-real M2( REAL )
(4 * (((cosh . x) ^2) - 1)) * (cosh . x) is V11() real ext-real M2( REAL )
((4 * (((cosh . x) ^2) - 1)) * (cosh . x)) * (cosh . (2 * x)) is V11() real ext-real M2( REAL )
(((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (((4 * (((cosh . x) ^2) - 1)) * (cosh . x)) * (cosh . (2 * x))) is V11() real ext-real M2( REAL )
(cosh . x) * (cosh . x) is V11() real ext-real M2( REAL )
((cosh . x) * (cosh . x)) * (cosh . x) is V11() real ext-real M2( REAL )
4 * (((cosh . x) * (cosh . x)) * (cosh . x)) is V11() real ext-real M2( REAL )
(4 * (((cosh . x) * (cosh . x)) * (cosh . x))) * (cosh . (2 * x)) is V11() real ext-real M2( REAL )
(((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * (((cosh . x) * (cosh . x)) * (cosh . x))) * (cosh . (2 * x))) is V11() real ext-real M2( REAL )
4 * (cosh . x) is V11() real ext-real M2( REAL )
(4 * (cosh . x)) * (cosh . (2 * x)) is V11() real ext-real M2( REAL )
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * (((cosh . x) * (cosh . x)) * (cosh . x))) * (cosh . (2 * x)))) - ((4 * (cosh . x)) * (cosh . (2 * x))) is V11() real ext-real M2( REAL )
- ((4 * (cosh . x)) * (cosh . (2 * x))) is V11() real ext-real set
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * (((cosh . x) * (cosh . x)) * (cosh . x))) * (cosh . (2 * x)))) + (- ((4 * (cosh . x)) * (cosh . (2 * x)))) is V11() real ext-real set
4 * ((((cosh . x) |^ 1) * (cosh . x)) * (cosh . x)) is V11() real ext-real M2( REAL )
(4 * ((((cosh . x) |^ 1) * (cosh . x)) * (cosh . x))) * (cosh . (2 * x)) is V11() real ext-real M2( REAL )
(((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * ((((cosh . x) |^ 1) * (cosh . x)) * (cosh . x))) * (cosh . (2 * x))) is V11() real ext-real M2( REAL )
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * ((((cosh . x) |^ 1) * (cosh . x)) * (cosh . x))) * (cosh . (2 * x)))) - ((4 * (cosh . x)) * (cosh . (2 * x))) is V11() real ext-real M2( REAL )
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * ((((cosh . x) |^ 1) * (cosh . x)) * (cosh . x))) * (cosh . (2 * x)))) + (- ((4 * (cosh . x)) * (cosh . (2 * x)))) is V11() real ext-real set
4 * (((cosh . x) |^ (1 + 1)) * (cosh . x)) is V11() real ext-real M2( REAL )
(4 * (((cosh . x) |^ (1 + 1)) * (cosh . x))) * (cosh . (2 * x)) is V11() real ext-real M2( REAL )
(((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * (((cosh . x) |^ (1 + 1)) * (cosh . x))) * (cosh . (2 * x))) is V11() real ext-real M2( REAL )
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * (((cosh . x) |^ (1 + 1)) * (cosh . x))) * (cosh . (2 * x)))) - ((4 * (cosh . x)) * (cosh . (2 * x))) is V11() real ext-real M2( REAL )
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * (((cosh . x) |^ (1 + 1)) * (cosh . x))) * (cosh . (2 * x)))) + (- ((4 * (cosh . x)) * (cosh . (2 * x)))) is V11() real ext-real set
4 * ((cosh . x) |^ (2 + 1)) is V11() real ext-real M2( REAL )
(4 * ((cosh . x) |^ (2 + 1))) * (cosh . (2 * x)) is V11() real ext-real M2( REAL )
(((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * ((cosh . x) |^ (2 + 1))) * (cosh . (2 * x))) is V11() real ext-real M2( REAL )
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * ((cosh . x) |^ (2 + 1))) * (cosh . (2 * x)))) - ((4 * (cosh . x)) * (cosh . (2 * x))) is V11() real ext-real M2( REAL )
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * ((cosh . x) |^ (2 + 1))) * (cosh . (2 * x)))) + (- ((4 * (cosh . x)) * (cosh . (2 * x)))) is V11() real ext-real set
4 * ((cosh . x) |^ 3) is V11() real ext-real M2( REAL )
2 * ((cosh . x) ^2) is V11() real ext-real M2( REAL )
(2 * ((cosh . x) ^2)) - 1 is V11() real ext-real M2( REAL )
(2 * ((cosh . x) ^2)) + (- 1) is V11() real ext-real set
(4 * ((cosh . x) |^ 3)) * ((2 * ((cosh . x) ^2)) - 1) is V11() real ext-real M2( REAL )
(((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * ((cosh . x) |^ 3)) * ((2 * ((cosh . x) ^2)) - 1)) is V11() real ext-real M2( REAL )
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * ((cosh . x) |^ 3)) * ((2 * ((cosh . x) ^2)) - 1))) - ((4 * (cosh . x)) * (cosh . (2 * x))) is V11() real ext-real M2( REAL )
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + ((4 * ((cosh . x) |^ 3)) * ((2 * ((cosh . x) ^2)) - 1))) + (- ((4 * (cosh . x)) * (cosh . (2 * x)))) is V11() real ext-real set
(((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * ((((cosh . x) |^ 3) * (cosh . x)) * (cosh . x))) is V11() real ext-real M2( REAL )
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * ((((cosh . x) |^ 3) * (cosh . x)) * (cosh . x)))) - (4 * ((cosh . x) |^ 3)) is V11() real ext-real M2( REAL )
- (4 * ((cosh . x) |^ 3)) is V11() real ext-real set
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * ((((cosh . x) |^ 3) * (cosh . x)) * (cosh . x)))) + (- (4 * ((cosh . x) |^ 3))) is V11() real ext-real set
(((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * ((((cosh . x) |^ 3) * (cosh . x)) * (cosh . x)))) - (4 * ((cosh . x) |^ 3))) - ((4 * (cosh . x)) * (cosh . (2 * x))) is V11() real ext-real M2( REAL )
(((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * ((((cosh . x) |^ 3) * (cosh . x)) * (cosh . x)))) - (4 * ((cosh . x) |^ 3))) + (- ((4 * (cosh . x)) * (cosh . (2 * x)))) is V11() real ext-real set
(((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * (((cosh . x) |^ (3 + 1)) * (cosh . x))) is V11() real ext-real M2( REAL )
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * (((cosh . x) |^ (3 + 1)) * (cosh . x)))) - (4 * ((cosh . x) |^ 3)) is V11() real ext-real M2( REAL )
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * (((cosh . x) |^ (3 + 1)) * (cosh . x)))) + (- (4 * ((cosh . x) |^ 3))) is V11() real ext-real set
(((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * (((cosh . x) |^ (3 + 1)) * (cosh . x)))) - (4 * ((cosh . x) |^ 3))) - ((4 * (cosh . x)) * (cosh . (2 * x))) is V11() real ext-real M2( REAL )
(((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * (((cosh . x) |^ (3 + 1)) * (cosh . x)))) - (4 * ((cosh . x) |^ 3))) + (- ((4 * (cosh . x)) * (cosh . (2 * x)))) is V11() real ext-real set
(((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * ((cosh . x) |^ (4 + 1))) is V11() real ext-real M2( REAL )
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * ((cosh . x) |^ (4 + 1)))) - (4 * ((cosh . x) |^ 3)) is V11() real ext-real M2( REAL )
((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * ((cosh . x) |^ (4 + 1)))) + (- (4 * ((cosh . x) |^ 3))) is V11() real ext-real set
(((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * ((cosh . x) |^ (4 + 1)))) - (4 * ((cosh . x) |^ 3))) - ((4 * (cosh . x)) * (cosh . (2 * x))) is V11() real ext-real M2( REAL )
(((((cosh . x) + (8 * ((cosh . x) |^ 5))) - (8 * ((cosh . x) |^ 3))) + (8 * ((cosh . x) |^ (4 + 1)))) - (4 * ((cosh . x) |^ 3))) + (- ((4 * (cosh . x)) * (cosh . (2 * x)))) is V11() real ext-real set
16 * ((cosh . x) |^ 5) is V11() real ext-real M2( REAL )
(cosh . x) + (16 * ((cosh . x) |^ 5)) is V11() real ext-real M2( REAL )
12 is V1() natural V11() real ext-real positive non negative V33() V34() V45() V46() V47() V48() V49() V50() M3( REAL , NAT )
12 * ((cosh . x) |^ 3) is V11() real ext-real M2( REAL )
((cosh . x) + (16 * ((cosh . x) |^ 5))) - (12 * ((cosh . x) |^ 3)) is V11() real ext-real M2( REAL )
- (12 * ((cosh . x) |^ 3)) is V11() real ext-real set
((cosh . x) + (16 * ((cosh . x) |^ 5))) + (- (12 * ((cosh . x) |^ 3))) is V11() real ext-real set
(4 * (cosh . x)) * ((2 * ((cosh . x) ^2)) - 1) is V11() real ext-real M2( REAL )
(((cosh . x) + (16 * ((cosh . x) |^ 5))) - (12 * ((cosh . x) |^ 3))) - ((4 * (cosh . x)) * ((2 * ((cosh . x) ^2)) - 1)) is V11() real ext-real M2( REAL )
- ((4 * (cosh . x)) * ((2 * ((cosh . x) ^2)) - 1)) is V11() real ext-real set
(((cosh . x) + (16 * ((cosh . x) |^ 5))) - (12 * ((cosh . x) |^ 3))) + (- ((4 * (cosh . x)) * ((2 * ((cosh . x) ^2)) - 1))) is V11() real ext-real set
5 * (cosh . x) is V11() real ext-real M2( REAL )
(5 * (cosh . x)) + (16 * ((cosh . x) |^ 5)) is V11() real ext-real M2( REAL )
((5 * (cosh . x)) + (16 * ((cosh . x) |^ 5))) - (12 * ((cosh . x) |^ 3)) is V11() real ext-real M2( REAL )
((5 * (cosh . x)) + (16 * ((cosh . x) |^ 5))) + (- (12 * ((cosh . x) |^ 3))) is V11() real ext-real set
8 * (((cosh . x) * (cosh . x)) * (cosh . x)) is V11() real ext-real M2( REAL )
(((5 * (cosh . x)) + (16 * ((cosh . x) |^ 5))) - (12 * ((cosh . x) |^ 3))) - (8 * (((cosh . x) * (cosh . x)) * (cosh . x))) is V11() real ext-real M2( REAL )
- (8 * (((cosh . x) * (cosh . x)) * (cosh . x))) is V11() real ext-real set
(((5 * (cosh . x)) + (16 * ((cosh . x) |^ 5))) - (12 * ((cosh . x) |^ 3))) + (- (8 * (((cosh . x) * (cosh . x)) * (cosh . x)))) is V11() real ext-real set
8 * ((((cosh . x) |^ 1) * (cosh . x)) * (cosh . x)) is V11() real ext-real M2( REAL )
(((5 * (cosh . x)) + (16 * ((cosh . x) |^ 5))) - (12 * ((cosh . x) |^ 3))) - (8 * ((((cosh . x) |^ 1) * (cosh . x)) * (cosh . x))) is V11() real ext-real M2( REAL )
- (8 * ((((cosh . x) |^ 1) * (cosh . x)) * (cosh . x))) is V11() real ext-real set
(((5 * (cosh . x)) + (16 * ((cosh . x) |^ 5))) - (12 * ((cosh . x) |^ 3))) + (- (8 * ((((cosh . x) |^ 1) * (cosh . x)) * (cosh . x)))) is V11() real ext-real set
8 * (((cosh . x) |^ (1 + 1)) * (cosh . x)) is V11() real ext-real M2( REAL )
(((5 * (cosh . x)) + (16 * ((cosh . x) |^ 5))) - (12 * ((cosh . x) |^ 3))) - (8 * (((cosh . x) |^ (1 + 1)) * (cosh . x))) is V11() real ext-real M2( REAL )
- (8 * (((cosh . x) |^ (1 + 1)) * (cosh . x))) is V11() real ext-real set
(((5 * (cosh . x)) + (16 * ((cosh . x) |^ 5))) - (12 * ((cosh . x) |^ 3))) + (- (8 * (((cosh . x) |^ (1 + 1)) * (cosh . x)))) is V11() real ext-real set
8 * ((cosh . x) |^ (2 + 1)) is V11() real ext-real M2( REAL )
(((5 * (cosh . x)) + (16 * ((cosh . x) |^ 5))) - (12 * ((cosh . x) |^ 3))) - (8 * ((cosh . x) |^ (2 + 1))) is V11() real ext-real M2( REAL )
- (8 * ((cosh . x) |^ (2 + 1))) is V11() real ext-real set
(((5 * (cosh . x)) + (16 * ((cosh . x) |^ 5))) - (12 * ((cosh . x) |^ 3))) + (- (8 * ((cosh . x) |^ (2 + 1)))) is V11() real ext-real set
20 * ((cosh . x) |^ 3) is V11() real ext-real M2( REAL )
(5 * (cosh . x)) - (20 * ((cosh . x) |^ 3)) is V11() real ext-real M2( REAL )
- (20 * ((cosh . x) |^ 3)) is V11() real ext-real set
(5 * (cosh . x)) + (- (20 * ((cosh . x) |^ 3))) is V11() real ext-real set
((5 * (cosh . x)) - (20 * ((cosh . x) |^ 3))) + (16 * ((cosh . x) |^ 5)) is V11() real ext-real M2( REAL )
(5 * (cosh x)) - (20 * ((cosh . x) |^ 3)) is V11() real ext-real M2( REAL )
(5 * (cosh x)) + (- (20 * ((cosh . x) |^ 3))) is V11() real ext-real set
((5 * (cosh x)) - (20 * ((cosh . x) |^ 3))) + (16 * ((cosh . x) |^ 5)) is V11() real ext-real M2( REAL )
((5 * (cosh x)) - (20 * ((cosh x) |^ 3))) + (16 * ((cosh . x) |^ 5)) is V11() real ext-real M2( REAL )