QuestionCreate a truth table for the expression $\sim(q \leftrightarrow \sim p)$.

Studdy Solution
Finally, we calculate the truth value of $\sim(q \leftrightarrow \sim p)$ for each combination of $p$ and $q$.
\begin{array}{|c|c|c|c|c|} \hlinep & q & \sim p & q \leftrightarrow \sim p & \sim(q \leftrightarrow \sim p) \\ \hline & & F & F & \\ & F & F & & F \\ & & & & F \\ & F & & F & \\ \hline\end{array} So, the truth table for the statement $\sim(q \leftrightarrow \sim p)$ is as above.