How does one solve a logarithmic expression where the base is a fraction? In my example I am trying to solve the following:
$$ n^{\log_\frac{3}{2}(1)} \tag{1} $$
This is related to using the "master theorem" to solve recurrence relations. People usually give examples where they solve something like:
$$ {\log_\frac{1}{3}(27)} \tag{2} $$
which seems easy to understand. However, no one really gives an example of how one would go about solving the expression listed above (1).