Find the value of `int(dx)/(1+cos x+sin x)`

find the value of int 1/(1+cos2x)dx

The value of int_(0)^(2pi) |cos x -sin x|dx is

Evaluate int(1)/(sin x- sin 2x)dx .

Draw the graph of f(x) sin^(-1)|sin x|+cos^(-1) (cos x) . Find the range of the function. Find the points of non-differentiability. Also find the value of int_(0)^(10pi)[sin^(-1)|sin x|+cos^(-1)(cos x)] dx

Evaluate: int(sin x)/(cos x(1+cos x))dx

Evaluate : int (1)/(" cos (x+a) . sin (x+b)") " dx "

Find the value of int_0^1{(sin^(-1)x)//x}dx

The value of int_(-a)^a(cos^(- 1)x-sin^(- 1)sqrt(1-x^2))dx is (a>0) there int_0^acos^(- 1)x dx=A) is

int(sin x+x cos x)/(x sin x)dx

evaluate int( sin x + cos x )^ 2 dx