29.log(csc x-cot x)

Evaluate: int csc x log(csc x-cot x)dx

Evaluate int(log(csc x-cot x))/(sin x)dx

csc x=1+cot x

log("cosec x"-cot x)

Evaluate the follow integrals: int (cosec x dx)/(log (cosec x- cot x))

int frac{1}{cos x - cos^2 x} dx=............ (A) log(cosec x - cot x) + tan(x/2) + c (B) sin 2x -cos x +c (C) log(sec x + tan x) - cot(x/2) + c (D) cos 2x - sin x + c

If y=log (cosec x -cotx) ,then (dy)/(dx)

itn "cosec" x log ("cosec" x-cot x)dx=