sinh^(-1)(2^((3)/(2)))=

Find the derivative of Sinh^(-1)((3x)/(4)) .

int sinh^(-1) ((x)/(4)) dx =

is sinh^(-1)(2)+sinh^(-1)(3)=xth cosh(x)

d/(dx)(sinh^(-1)(sqrtx)) =

sinh^(-1)2+sinh^(-1)3=x rArr cosh x= then

If sinh^(-1)2+sinh^(-1)3=x rArr cos hx=

(A) If tanh alpha=(2)/(3), tan h beta=(3)/(5) then tanh(alpha-beta)=p_(1) (B) sinh(cosh^(-1)3+sinh^(-1)7)=p_(2) (C ) tanh["tanh"^(-1)(2)/(3)+"tanh"^(-1)(3)/(5)]=p_(3)

If 2"sinh"^(-1)((a)/(sqrt(1-a^(2))))=log((1+x)/(1-x)) then x =