Question about expressing logarithms If logb (a) = m and logy (b) = c, then find loga (y) in terms of variable c and m This is what I have so far logb (a) = log a / log b logy (b) = log b / log y =(log a / log b)(...--prophetes.ai

Question about expressing logarithms If logb (a) = m and logy (b) = c, then find loga (y) in terms of variable c and m This is what I have so far logb (a) = log a / log b logy (b) = log b / log y =(log a / log b)(log b / log y) = log a / log y = logy (a) I don't know what to do from this point

Obviously : $\log_{a}y = \frac{\log_{b}y}{\log_{b}a}$ i= $\frac{1}{cm}$