`int x^(3)cos x*dx`

Evaluate int x^(2) cos x dx

The equation of a curve passing through origin is given by y = int x^(3) cos x^(4) dx . If the equation of the curve is wirtten in the form x = g(y) , then

Evaluate : int x^(3) " cos " x^(4) " dx "

int e^(3x) " cos 2x dx "

(i) int x^(2) " cos x dx " " "(ii) int x^(2) e^(3x) " dx "

int (1)/(sqrt(sin^(3) x cos x))dx =?

int_(a)^(b)cos x dx

Evaluate: int(3+sin2x)dx and int (2-3cos2x) dx

int sin x cos(cos x)dx

int(sin2x)/(cos x)*dx