Given the following Truth Table: $\backslash$table $[[$n$,$x$1,$x$2,$x$3,$f

$[1$ point$]$

Find the Boolean Function $f$ in terms of $x1,x2$ and $3$:

Minterms $($SOP$)$:

$f(x,y,z)=$

Maxterms $($POS$)$:

$f(x,y,z)=$

$[3$ point$]$

Design $)$ in Minterms$($SOP$)$ and in Maxterms $($POS$)$ using NOT, AND, OR by hand drawing $($See my examples in the recorded video of this week$).$