Write a program to compute the logarithm of any value to base $2($Remember that the logarithm of any $x$ to any base $b$ can be found through the following equation$).$ The user inputs the value. Use your program to find $lo{g}_2$ of $x=4\mathrm{.}5$ as an example. Add the snapshot of the result for this particular example to your report.

$lo{g}_b(x)=\frac{lo{g}_e(x)}{lo{g}_e(b)}$

$log(x)$ is $loge(x)$

$log10(x)$ is the $log$ you know.