Home
Class 12
MATHS
Find dy/dx: y = (cot x)^sinx+(tan x)^cos...

Find `dy/dx`: `y = (cot x)^sinx+(tan x)^cosx`

Promotional Banner

Similar Questions

Explore conceptually related problems

Find dy/dx : y = x^y

Find dy/dx : xy = cos (x+y)

Find dy/dx : y = x^sinx

Find dy/dx : xy = sin (x+y)

Find dy/dx : y = 2^log(e^x)

Find dy/dx : y = xsqrt(sinx)

Find dy/dx : y = log_e y+ a^x

Find dy/dx : x^m y^n = (x+y)^m+n

Find dy/dx : y = log(sec x+ tan x)

Find dy/dx : y = tan^2 sqrt(xe^x)