Answer
The conclusion that can be made is that logarithms are exponents.
Work Step by Step
$log_{10} 100 =2$
$10^2=100$
For any $log$ with base $b$, the number $n$ is equal to the number $e$.
$log_b n =e$
For that same base $b$, raised to $e$, results in the number $n$.
$b^e =n$
