Write a value


Write a value of $\int e^{3 \log x} x^{4} d x$.


Consider $\int e^{3 \log x} x^{4}$

$e^{3 \log x}=e^{\log x^{3}}$


$\int e^{3 \log x} x^{4}=\int x^{3} x^{4} d x$

$=\int x^{7} d x$


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