Find the Value of `intcos^-1 sqrt (x/(a+x) dx`

Evaluate intcos sqrt(x)dx

intcos(sqrt(x)-3)/sqrt(x)dx

intcos^5x dx

The value of int(sqrt(1+x))/(x)dx , is

Evaluate : intdx/sqrt((x-1)(2-x)) by the substitution x=1+sin^2theta . Hence, find the value of int_1^2dx/sqrt((x-1)(2-x))

Evaluate intcos^3x/sqrt (sinx)dx

intcos^-1(1/x)dx

Evaluate: intcos^3sqrt(x)\ \ dx

The value of intlog (sqrt(1- x) + sqrt(1+ x)) dx, is equal to

intcos^(2) x dx