Answer
$\begin{array}{llll}
p & q & \sim q & \sim q\wedge p\\
\hline T & T & F & F\\
T & F & T & T\\
F & T & F & F\\
F & F & T & F
\end{array}$
Work Step by Step
Set up a truth table for two inputs, p and q:
$\begin{array}{llll}
p & q & ... & ...\\
\hline T & T & & \\
T & F & & \\
F & T & & \\
F & F & &
\end{array}$
Fill column for $\sim q$, using the truth table for negation,
$\begin{array}{llll}
p & q & \sim q & ...\\
\hline T & T & F & \\
T & F & T & \\
F & T & F & \\
F & F & T &
\end{array}$
Now, use the conjunction truth table
when columns 3 and 1 give inputs
(true only when both are true)
$\begin{array}{llll}
p & q & \sim q & \sim q\wedge p\\
\hline T & T & F & F\\
T & F & T & T\\
F & T & F & F\\
F & F & T & F
\end{array}$