Consider the equation F $=$ abc $+$ a$$b$.$

A$)$ Use DeMorgan$$s Law to find the inverse $($F$)$ of the above equation. Reduce to the

simplest $($shortest$)$ form.

B$)$ Convert F$$ to the canonical sum form. Write as sum of mi$$s $($m$1+$ m$2+...)$

C$)$ Convert F$$ to the canonical product form. Write as product of Mi$$s $($M$1*$ M$2*...)$