Here you will perform the logical not $($bang$)$ and bitwise not $($complement$)$ operator on some small values.

First, on the left, test whether $!!x==x$ holds across different values of $x.$

$\backslash$table$[[x,!$X$,!!$X$],[-1,,],[0,,],[1,,],[2,,]]$

On the right, for each of the previous values, substitute complement $()$ for logical not. Do these results differ from the previous results? How? Why?

$\backslash$table$[[x,x,x$