Home
Class 12
MATHS
Let f(x)=("cosec "x+cotx-1)/(1+cotx-"cos...

Let `f(x)=("cosec "x+cotx-1)/(1+cotx-"cosec "x)`. The Primitive of f(x) with respect to x is equal to

Promotional Banner

Similar Questions

Explore conceptually related problems

cotx+tanx=2"cosec "x

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

cot^(-1)("cosec x"+cotx)

int cotx cosec^2x dx

int(secx."cosec"x)/(2cotx-secx"cosec x")dx di equal to

int(secx."cosec"x)/(2cotx-secx"cosec x")dx is equal to

int(secx."cosec"x)/(2cotx-secx"cosec x")dx is equal to

int(secx."cosec"x)/(2cotx-secx"cosec x")dx di equal to

inte^(x)(cotx-"cosec"^(2)x)dx=?