`intx^2/(xcosx-sinx)^2dx`

Find the differential coefficient of the following: y=xsinx+cosx/xcosx-sinx show that dy/dx=(x^2)/(xcosx-sinx)^2

Intgerate intx^2/(xsinx+cosx)^2dx

If y=(xsinx+cosx)/(xcosx-sinx) ,then show that dy/dx=x^2/(xcosx-sinx)^2

The value of int_- 2^2(xcosx+sinx+1)dx is

int(xsinx)/(xcosx-sinx-1)dx="_______"+c

int(xsinx)/(xcosx-sinx-1)dx="_______"+c

int(xsinx)/(xcosx-sinx-1)dx= . . . . . +c .

What is int(xcosx+sinx)dx equal to

inte^(sinx)(xcosx-secxtanx)dx="______"+c, 0 lt x lt pi/2

inte^(sinx)(xcosx-secxtanx)dx="______"+c, 0 lt x lt pi/2