36*f(1)/(1+sin x)dx

If int(1)/(1-sin ^(4)x)dx=(1)/(2) tanx+Atan^(-1){f(x)}+C , then

If int (e ^(x) (1+ sin x )dx)/( 1+ cos x ) = e ^(x) f (x) + C, then f (x) is equal to

If int (1)/(4 + 5 sin x) " dx "= (1)/(3) log |f (x)| + c then f(x) =

Let f(x) be a function defined on R satisfyin f(x) =f(1-x) for all x in R . Then int_(-1//2)^(1//2) f(x+(1)/(2))sin x dx equals

" (1) "int(1+sin x)/(1-sin x)dx

" (f "int(dx)/(1+cos x+sin x)

Let F(x)=(1)/(2)int(sin x+cos x)/(e^(-x)+sin x)dx and F(0)=1 then F(x) is

sqrt(1+sin x)f(x)dx=(2)/(3)(1+sin x)^((3)/(2))+c, then f(x) equal cos x(b)sin x(c)tan x(d)1