Logarithmic non-integer fractional value Would it be possible to show the breakdown of how $\log_4$ $32$ = $\frac{5}{2}?$
I have to come up w/ 11 more just like it & I'm not sure how you came up w/ the answer.
Thank you!

You could use the change of base formula, noting that $4$ and $32$ are each powers of 2...
$$\log_4(32) = \dfrac{\log_2(32)}{\log_2(4)} = 5/2$$
