Using F$($x$,$ y$,$ z$)=($x $+$ y$)($x $+$ z$)($y $+$ z$)($a$)$ construct a truth table. As shown in the lecture, use x as the most significant bit, and z as the least significant bit. The rows of the table should be ordered according binary number sequence of xyz; i$.$e$.,000,001,010,...($b$)$ Using the truth table constructed at the above step, write the function in the canonical sum$-$of$-$products form