I am supposed to solve a definite integral which involves $\ln$ and $e$. Nowhere in my textbook can I even find examples of how this would be done.
I do know that $\ln(e(x))$ and $e(\ln(x))$ evaluates to $x$, but I don't know how this is supposed to help me with this question.
Determine the possible value of the definite integral $\int_{e}^{e^2} \frac{\ln(\ln(t))}{t\ \log_{2}(w)}dt$