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\[\int\limits xsin(6x)~dx =\]a) -xcos(6x) + sin(6x) +C b) -(x/6)cos(6x) + (1/36)sin(6x) + C c) -(x/6)cos(6x) + (1/6)sin(6x) + C d) (x/6)cos(6x) + (1/36)sin(6x) + C e) 6x sin(6x) - sin(6x) + C
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Could someone check my work pwease? :3 u = x v = -(1/6)cos(6x) du = dx dv = sin(6x) dx uv - ∫v du -(1/6)x cos(6x) + (1/6)∫cos(6x) dx -(1/6)x cos(6x) + (1/6)((1/6)sin(6x)) + C -(x/6) cos(6x) + (1/36)sin(6x) + C so B ?
Yep. Seems right to me
c:
Alright, thank you! :)
Good work! :)
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