provide the values tor A thru $K.$ You should use relative ottset

addressing as shown in class $($for example$)$:

$.$ equ A$,$ FP$\_$OFFSET $+4$

$.$ equ $B,x+4\frac{,}{\frac{?}{?}}F{P}_O$FFSET$=12$

$.$ equ PAD, $x+0$

#define ARR$\_$SIZE $8$

void func$2($int $*$arg$1,$ int arg$2,$ int $*$arg$3,$ int arg$4)$

if

arg$1[0]=$arg$4$;

$(**arg3)+=1$;

$\}$

$\}$

provide the values for A thru K$.$ You should use relative offset

void funcil $($i$$t arg$)\{$

int counter;

int arr$[$ARR SIZE$]$;

counter $=0$;

func$2($arr$,$ ARR$\_$SIZE, &counter, arg$)$;

$\}$

$//$ arm header not shown

$.$ equ ARR$\_$SIZE, $8$

$.$ equ FP$\_$OFFSET,

$\{r4-r5,fp,lr\},sp,sp,$ mov $r1,AR{R}_S$IZE$\frac{\frac{?}{?}}{m}ov$ the array size into

mov $r2,0\frac{\frac{?}{?}}{c}$ounter $=0$

$str\frac{\frac{?}{?}}{s}$ave counter $on$ the stack $,r3,r0r2,r5,sp,fp,($:$K$:$),\{r4-r5,fp,lr\},$