Evaluate $\log_{\sqrt[3]{5}}125$.
I always start by remembering that \(log_{10}100=2\)
so if
\(y=\log_{\sqrt[3]{5}}125\\ then\\ \left(\sqrt[3]{5}\right)^y=125\\ (5^{1/3})^y=15^3\\ \)
You can finish it.
