$(6)(7$ marks$)$ You are given a divider, called pDivider, which conducts the division

between two unsigned numbers as shown below, where input $z$ is the dividend and input $x$

is the divisor. There are two outputs, $y$ and $s,$ representing quotient and remainder,

respectively. Assume that $z,x,s,$ and $y$ are all $32-$bit unsigned numbers.

Your task is to use one pDivider, some adder$($s$),$ some multiplexer$($s$),$ some basic gate$($s$),$

as necessary, to create a divider for two signed numbers A and $B,$ where $A$ is the dividend

and $B$ is the divisor. There are also two outputs for the new divider, $C$ and $D,$ representing

quotient and remainder with their proper signs, respectively. $A,B,C$ and $D$ should be $32-$

bit signed numbers in $2\text{'}$s complement format. Draw your solution. Hint: Do a signed

division between $\frac{-19}{+3}$ and pay attention to the rules of the signs of the quotient and

remainder. You need to consider this in your design. NOTE: I NEED AN ACTUAL FULL DRAWING AS WELL OF THE DESIGN THAT IS CORRECT.