If `intf(x)dx=psi(x)` , then `intx^5f(x^3")"dx` is equal to (1) `1/3x^3psi(x^3)-3intx^3psi(x^3)dx+C` (2) `1/3x^3psi(x^3)-intx^2psi(x^3)dx+C` (3) `1/3x^3psi(x^3)-intx^3psi(x^3)dx+C` (4) `1/3[x^3psi(x^3)-intx^2psi(x^3)dx]+C`

If int f(x)dx=psi(x), then int x^(5)f(x^(3))dx

If int f(x)dx=psi(x), then int x^(5)f(x^(3))dxint x^(5)f(x^(3))dx(1)/(3)x^(3)psi(x^(3))-3int x^(3)psi(x^(3))dx+C(2)(1)/(3)x^(3)psi(x^(3))-int x^(3)psi(x^(3))dx+C(3)(1)/(3)x^(3)psi(x^(3))-int x^(3)psi(x^(3))dx+C(4)(1)/(3)[x^(3)psi(x^(3))-int x^(2)psi(x^(3))dx]+C

intx^(3)log x dx is equal to

intx^(2)*sin x^(3)dx

intx^(3)sin(x^(4))dx

intx^3e^(x^2)dx

intx^3/sqrt(1+x^8)dx