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Question 29
Find ∫x2sin(x) dx\int x ^ { 2 } \sin ( x ) d x∫x2sin(x) dx
A) x2cosx−2xsinx+2cosx+Cx ^ { 2 } \cos x - 2 x \sin x + 2 \cos x + Cx2cosx−2xsinx+2cosx+C B) x2cosx+2xsinx+2cosx+Cx ^ { 2 } \cos x + 2 x \sin x + 2 \cos x + Cx2cosx+2xsinx+2cosx+C C) −x2cosx−2xsinx+2cosx+C- x ^ { 2 } \cos x - 2 x \sin x + 2 \cos x + C−x2cosx−2xsinx+2cosx+C D) −x2cosx+2xsinx+2cosx+C- x ^ { 2 } \cos x + 2 x \sin x + 2 \cos x + C−x2cosx+2xsinx+2cosx+C
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