Home
Class 12
MATHS
int(cos2x-cos2theta)/(cosx-costheta)dx i...

`int(cos2x-cos2theta)/(cosx-costheta)dx` is equal to

A

`2(sinx+xcostheta)+C`

B

`2(sinx-xcostheta)+C`

C

`2(sinx+2xcostheta)+C`

D

`2(sinx-2xcostheta)+C`

Text Solution

Verified by Experts

The correct Answer is:
A
Promotional Banner

Similar Questions

Explore conceptually related problems

int(cos2x)/(cosx)dx is equal to

int (1)/(sin x cos x)dx is equal to

intsqrt((cosx-cos^(3)x)/(1-cos^(3)x))dx is equal to a) 2/3sin^(-1)(cos^(3//2)x)+C b) (3)/(2)sin^(-1)(cos^(3//2)x)+C c) (2)/(3)cos^(-1)(cos^(3//2)x)+C d)None of these

inte^(sintheta)[logsintheta+cosec^(2)theta] costheta d theta is equal to

int(cos5x+cos4x)/(1-2cos3x)dx is equal to a) -((sin2x)/(2)+cosx)+C b) -((cos2x)/(2)+sinx)+C c) -((cos2x)/(2)+cosx)+C d) -((sin2x)/(2)+sinx)+C

int_(0)^(pi)abs(cosx)dx is equal to :

int(ln(tanx))/(sinx*cosx)dx , is equal to

int ((sin theta +cos theta ))/(sqrt(sin 2 theta)) d theta is equal to :

int( cos 2 x)/(sin x+cos x)^2 d x is equal to a) -1/(sin x+cos x)+C b) log |sin x+cos x|+C c) log |sin x-cos x|+C d) 1(sin x+cos x)^2