f(x) = sin (cot (secx))

How to find the anti derivative of sin(x)/cos^3(x).

Find the Equation of tangent line of the function f(x)=1+csc(x)-√cos(x) at the point (2π/3,4+√3/2√3)

Find the derivative 1. h(x) = cos3(tan2x) 2. h(x) = x5 sec(1/x)

Differentiate the function. f(x) = sin(2 ln x)

Differentiate the function. f(x) = sin(7 ln(x))

the second derivative of √sin(x)=y

How can you use the derivativesd/dx(sin x) = cos x,d/dx(tan x) = sec2 x, andd/dx(sec x)= sec x tan x to remember the derivatives of cos x, cot x, and csc x?

determine the general derivatives f(x)= -3 f(x)= sin x + cos x -sec2x

differentiate: f(x) = x^2/sinx