f g By the product rule, ddx[fg]\dfrac{d}{dx}[fg]dxd[fg] equals:Af′g−fg′g2\dfrac{f'g - fg'}{g^2}g2f′g−fg′Bf′g′f'g'f′g′Cf′g−fg′f'g - fg'f′g−fg′Df′g+fg′f'g + fg'f′g+fg′check_circleExplanationProduct rule: (fg)′=f′g+fg′(fg)' = f'g + fg'(fg)′=f′g+fg′.