S In(cos x) tan x dx

Q: dx Find 1+tan x

A: To find-  ∫dx1+tanx Here we will use the following integral formulas to evaluate the integral.…

Q: Determine f sin x sin(cos x) dx

A: We have to solve the problem

Q: Find if sin x + 1 = cos y dx2

A:

Q: (cse x – tan x)² dx

A: Given, ∫cscx-tanx2dx  We have to do the integration

Q: Classify and Solve dy cos x +y sinx = cosx dx

A:

Q: Evaluate (sin x) sec x d dx

A:

Q: y=sin h(tan x)

A:

Q: tan x dx.

A:

Q: Differentiate y= x² cos x tan x

A: To determine:

Q: cos dx 5. Vaš sin² 3

A: Consider the integral: I=∫cos6x23dxx25sin23x23

Q: x cos r+ sin r -dr. Find x sin r 5.

A: The given integral,     ∫x cosx+sinxx sinxdx

Q: S(tan 3x – sin? 2x tan 3x)dx

A:

Q: dx It sin x-cos x COS

A: To evaluate:∫dx1+sinx-cosx Solution: We know,cos2x=1-tan2x1+tan2x     ...(1)sin2x=2tanx1+tan2x…

Q: 1 dx sin x tan x

A: