If ddx[G(x)]=x2cos(x)\frac{d}{dx} [G(x)] = x^2\cos(x)dxd[G(x)]=x2cos(x), what is ∫x2cos(x)dx\int x^2\cos(x) dx∫x2cos(x)dx?
G(x)+CG(x) + CG(x)+C
2xcos(x)−x2sin(x)+C2x\cos(x) - x^2\sin(x) + C2xcos(x)−x2sin(x)+C
G′(x)+CG'(x) + CG′(x)+C
Cannot be determined.