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S 1/(a2-x2)1/2dx =
arcsin(x/a) + C
S 1/(a2+x2)1/2dx =
sinh-1(x/a) + C
S 1/(x2-a2)1/2dx =
cosh-1(x/a) + C
S 1/(a2+x2) dx =
(1/a)arctan(x/a) + C
S 1/(x(x2-a2)1/2) dx =
(1/a)arcsec|x/a| + C
S 1/(a2-x2) dx =
(1/a)tanh-1(x/a) OR (1/a)coth-1(x/a)
d/dx csch-1x =
-1/(|x|(x2+1)1/2)
d/dx sech-1x =
-1/(x(1-x2)1/2)
d/dx coth-1x =
1/(1-x2)
(a2-x2)1/2, x =
asin0
(x2+a2)1/2, x =
atan0
(x2-a2)1/2, x =
asec0