int e^(x)cosec(1bar(x)cot x)dx=

int e^(-x) cosec x(1+ cot x) dx is equal to a) e^(-x) cosec x + C b) -e^(-x) cosec x + C c) - e^(-x) ( cosec x + cot x ) + C d) - e^(-x) ( cosec x - tan x ) + C

int e^(x)"cosec"x(1-cotx)dx=

int e^(x)cosec^(2)(e^(x))dx

Find: int cosec x (cosecx-cot x) dx

int cosecx(cosec x + cot x) dx = ?

int (dx)/(cosec 4x-cot 4x)

inte^(x)cot(e^(x))dx=?

Evaluate inte^(ln(cosec^2 x-cot^2x))dx

Integrate the following function : int(cosec^(2)x)/(1-cot^(2)x)dx