`e^(x) cosec x`

inte^(-x)" cosec"^(2)(2e^(-x)+5)dx

inte^(-x)" cosec"^(2)(2e^(-x)+5)dx =

The solution of e^(x) cot y dx + (1- e^(x)) cosec^(2) y dy = 0 is

If cosec^(-1) (cosec x) and cosec (cosec^(-1) x) are equal function then the maximum range of value of x is

If cosec^(-1) (cosec x) and cosec (cosec^(-1) x) are equal function then the maximum range of value of x is

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

int e^(x). "(cot x- cosec"^(2)" x) dx "