How do you use the Change of Base Formula and a calculator to evaluate log_6 14?

$\ln \frac{14}{\ln} \left(6\right) \approx 1.47$
The change of base rule says that: ${\log}_{a} c = {\log}_{b} \frac{c}{\log} _ b a$, we can use $b = e$, since ${\log}_{e} = \ln$.
To solve ${\log}_{6} 14$, we can use ${\log}_{6} 14 = {\log}_{e} \frac{14}{\log} _ e 6 = \ln \frac{14}{\ln} \left(6\right)$