MCQ
What is converse for statement if $p$ then $q?$
- AIf not $q$ then not $p$
- ✓If $q$ then $p$
- CIf not $p$ then $q$
- DIf not $p$ then not $q$
✓
Answer
Correct option: B.
If $q$ then $p$
Converse statement for given statement $“$ if $p$ then $q”$ is $“$ if $q$ then $p”$
i.e. $q \Rightarrow p$ or $q$ implies $p.$
i.e. $q \Rightarrow p$ or $q$ implies $p.$
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