Write an assembly program to compute the following expressions

$-$ Create a DWORD array named $$z$$ of size $3$ using DUP operator. Leave the array $$z$$ uninitialized.

You can denote the items in the array as $[0,1,2],$ where $0$ is the first item, $1$ is the second item,

$2$ is the third item

$-$ Update each array item using the following expressions.

$0=++$

$1=0+()$

$2=+(1+)$

$-$ Where x$,$ y$,$ r are $16-$bit integer memory variables.

$-$ x $=10,$ y $=15,$ r $=4$

$-$ Use mov, movzx, movsx, add, sub instructions only.

$-($hint: Do not alter the value of x$,$ y and r during the computation. Transfer them to appropriate registers to do

computation$)$

$-$ At the end, open memory window to see the variable z stored in memory $($little endian format$).$

$-$ Use the debugger to verify your answer.

o Submit the following:

$$ Rename the asm file using your last name as Lastname$1.$asm

$$ Screenshot of the code and memory window showing the content of the variable z $($little endian

format$).(13$ points$)$ Write an assembly program to compute the following expressions

Create a DWORD array named $\text{'}z\text{'}$ of size $3$ using DUP operator. Leave the array $\text{'}z\text{'}$ uninitialized.

You can denote the items in the array as $z_0,z_1,z_2,$ where $z_0$ is the first item, $z_1$ is the second item,

$z_2$ is the third item

Update each array item using the following expressions.

$z_0=x+y+r$

$z_1=z_0+(y-r)$

$z_2=z_0+(z_1+y)$

Where $x,y,r$ are $16-$bit integer memory variables.

$x=10,y=15,r=4$

Use mov, movzx, movsx, add, sub instructions only.

$($hint: Do not alter the value of $x,y$ and $r$ during the computation. Transfer them to appropriate registers to do

computation$)$

At the end, open memory window to see the variable z stored in memory $($little endian format$).$

Use the debugger to verify your answer.

$$ Submit the following:

Rename the asm file using your last name as Lastnamel $.$asm

Screenshot of the code and memory window showing the content of the variable z $($little endian

format$).$