Answer
Truth Table
Work Step by Step
As we know
Conjunction $p \wedge q$ is true if both (sub) propositions ($p$ and $q$) are true.
A disjunction $p \vee q$ is true, if either of (sub) propositions ($p$ and $q$) are true.
A negation $P$ is true if the (sub)populations $P$ is false.
A conditional statement $p \rightarrow q$ is true if $P$ is false or if both (sub) propositions are true.
A biconditional statement $p \leftrightarrow q$ is true if both (sub) propositions are true or if both (sub) propositions are false.
The truth table build with the help of this is given below
