ddxsin(x2)\dfrac{d}{dx}\sin(x^2)dxdsin(x2) at x=πx = \sqrt{\pi}x=π isA111B000C2π2\sqrt{\pi}2πD−2π-2\sqrt{\pi}−2πcheck_circleExplanationChain: cos(x2)⋅2x\cos(x^2)\cdot 2xcos(x2)⋅2x. At x=πx=\sqrt{\pi}x=π: cos(π)⋅2π=−2π\cos(\pi) \cdot 2\sqrt{\pi} = -2\sqrt{\pi}cos(π)⋅2π=−2π.