in MIps, Complete determinant function. You are given a $2$x$2$ matrix, and each element $\{$a$,$ b$,$ c$,$ d$\}$ is a $16-$bit signed integer. The elements, a and b$,$ are placed individually in higher and lower $16$ bits of the function argument register, $a$0.$ And the elements, c and d$,$ are in $a$1.$ Calculate the determinant of the given $2$x$2$ matrix. Your inputs are in the function argument registers, $a$0$ and $a$1.$ Place the result in the function return register, $v$0,$ at the end of your function. use bit masking!