Review logic operations and how to build truth tables $($remind students to review this material from CS $1301$ if they've forgotten$).$

Recall ORDER of precedence of those operations $($parenthesis$,$ NOT, AND, OR$,$ Implication, Equivalence, XOR$).$

Build truth tables for the following two logical expressions:

$A=p^{{?}^{?}}qvv{q}^{\text{'}}$

$B=r^{\text{'}}(p^{\text{'}}{?}^{{?}^{?}}q)$

$\backslash$table$[[p,q,r,r,p^{\text{'}}{?}^{{?}^{?}}q,B$