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Integration by parts problem
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\[\int\limits_{?}^{?} x^2\cos(mx)dx\]
I put the following u= x^2 du=2xdx v=sin(mx)/m dv=cos(mx)
\[ \int f (x) g(x) dx = f \int gdx - \int \frac{df}{dx}\left( \int g dx \right)dx \] put f=x^2 ... use by parts two times.
In case it helps you, I can also recommend you to use the tabular method for such a problem.
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