The converse of "If 3 is a prime number, then 3 is odd." is
The converse of "If 3 is a prime number, then 3 is odd." is
If 3 is odd then it is a prime number.
If 3 is not a prime number then 3 is even.
If 3 is a prime number then 3 is even.
If 3 is not a prime number then 3 is not odd.
Solution
Let $\mathrm{p}: 3$ is a prime number,
$\mathrm{q}: 3$ is odd
Given statement is $\mathrm{p} \rightarrow \mathrm{q}$.
$\therefore \quad$ converse is $\mathrm{q} \rightarrow \mathrm{p}$
i.e., If 3 is odd then it is a prime number.