The correct answer is: The if part and the then part switch places.
In the context of an if-then statement (if \( P \), then \( Q \)), the converse is stated as (if \( Q \), then \( P \)).
The converse is the same as the original theorem.
The if part and the then part switch places.
The two parts are negated by using the word not.
The converse of a theorem has no relationship to the original theorem.
1 answer
The correct answer is: The if part and the then part switch places.
In the context of an if-then statement (if \( P \), then \( Q \)), the converse is stated as (if \( Q \), then \( P \)).