Problem: Division Procedure $($Atmel studio $7$ in assembly langauge$)$

You are to create a program that contains a procedure that performs division. You will use a simple brute$-$force approach to compute the quotient and remainder. Since division is simply multiplication in reverse, we can take a brute$-$ force approach to division that iteratively tries a number of quotients until it finds the correct one. In other words, consider the linear equation:

y $=$ q $*$ x $+$ r

Division, and in particular, integer division, corresponds to the case when we are

given values for y an x and want to determine q and r The value of y is our initial value, the dividend or numerator, and the value of x is the divisor or denominator, the value by which we will be dividing y$.$ The result includes q$,$ the quotient, and r$,$ the remainder.

We'll assume unsigned division for simplicity. In this case, the remainder, r$,$ must $($by

definition$),$ be less than the value of x$,$ the divisor. Consequently, we can determine the quotient and remainder of division of y by x by taking x and iteratively testing it

$($multiplying it$)$ by possible quotients, starting from $0.$ In other words, start with q $=0$

and iterate through q $=0,1,2,3,...$ until we find the smallest q such that r $<$ x$,$

where r $=$ y $-($q $*$ x$).$

Create an assembly program with a procedure that performs division of a $16-$bit unsigned dividend by an $8-$bit unsigned divisor. The result will be an $8-$bit unsigned quotient and an $8-$bit unsigned remainder. The procedure will need to receive $($from the caller$)$ the input values for the dividend and divisor, and return $($to the caller$)$ the quotient and remainder.

Have the main body of your program contain a few calls $($at least three$)$ to your Division procedure, each called with different values for the dividend and divisor, to appropriately test your procedure.

Bonus : Question$3\_1$: For each of the calls to your Division procedure, how many cycles did it take to compute the quotient and remainder?