I have no idea where to begin. I know some of the property rules of logarithms but, that did not help. Any ideas?Show that $\displaystyle \frac {\log_a x}{\log_\frac{a}{b}x} = 1 + \log_a\frac{1}{b}$.
I have no idea where to begin. I know some of the property rules of logarithms but, that did not help. Any ideas?Show that $\displaystyle \frac {\log_a x}{\log_\frac{a}{b}x} = 1 + \log_a\frac{1}{b}$.