D$.$ Comparing Unsigned and Signed Integers

You can determine the maximum and minimum possible values for a datatye based on the number of bits that it uses $($I cover this in lecture, note it differs for unsigned compared with signed$).$ The idea is to consider which bits should be $0$ or $1$ to achieve the maximum and minimum values, respectively.

For each type in the table, enter the minimum and maximum Base $10$ values you can represent.

$\backslash$table$[[$Type$,$Minimum $($Base $10),$Maximum $($Base $10)],[$unsigned byte,,$],[$byte$,,],[$unsigned int,,$],[$int$,,]]$

Note: You can express your answers as powers of $2$ if you want.