The program should work for any different inputs $($X and Y$).$

We just use these two situations to verify whether your program is valid. It functions as Z$=|$ X$-$Y$|..$Only using DOSBox DEBUG no additional software like MASM or TASM. Design a program that generates the following equation and execute the program with

Dosbox.

Z$=4^(**)|$x$-$Y$|$

Requirements:

Use AX as X $.$

Use BX as Y$.$

Store Z into DS: $0100.$

Start your program at IP $=1230\_(16)$;

Initialize CF $=0\_(2)$ and Word$-$size content @ DS:$0100$ is ABCD.

$(25$ points$)$ Your report should include verification screenshots and you have to

provide a detailed explanation $($operation$)$ for each instruction you use.

$($Note: Don't forget to include the screenshot to show the content @ DS:$0100$ is

updated by the result Z$.)$

$(15$ points$)$ Besides, you need to demonstrate to the instructor by verifying the

operation of the program for the two cases that follow:

$($a$)$ If x$=6\_(10),$Y$=-2\_(10)$

$($b$)$ If x$=-2\_(10),$Y$=6\_(10)$