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Use repeated integration by parts to evaluate:

$$\int x^{2}\cos(x)dx$$

A

$-x^{2}\sin x+2x\cos x+C$

B

$x^{2}\sin(x)+2x\cos(x)-2\sin(x)+C$

C

$-\cfrac{1}{3}x^{3}\sin(x)+C$

D

$x^{2}\cos(x)-2x\sin(x)+2\cos(x)+C$

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