New to the forum, can anyone help in integrating the following problem? find the integral of: lnx^3/2x dx
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Welcome to MHF Originally Posted by Wildcatz find the integral of: lnx^3/2x dx $\displaystyle \int {\frac{{\ln x^3 }} {{2x}}\,dx} = \frac{3} {2}\int {\frac{{\ln x}} {x}\,dx} = \frac{3} {4}\int {\left( {\ln ^2 x} \right)'\,dx} = \frac{{3\ln ^2 x}} {4} + k.$
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