# Square Logs

Calculus Level 4

If the derivative of $$G(x)$$ is $$(x \ln x)^2$$, and $$G(e) = \dfrac{5e^3}{27} - 1$$, find the value of $$G(13)$$.

Clarification: $$e$$ denotes Euler's number, $$e \approx 2.71828$$.