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Use integration by parts to solve: integral ln(x^2) dx
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\[\int\limits \ln(x^2)dx\]
Any ideas?
I am just not sure which one to use as the derivative and the antiderivative.
It looks like you don't have any choice here, you can only possibly choose: \[\LARGE u=\ln(x^2) \ \ \ \ \ \ dv=dx\]
then use chain rule on \[\ln (x^2)\]
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