What is a converse of a theorem that is an if-then statement?(1 point) Responses The two parts are negated by using the word not. The two parts are negated by using the word not . The converse of a theorem has no relationship to the original theorem. The converse of a theorem has no relationship to the original theorem. The if part and the then part switch places. The if part and the then part switch places. The converse is the same as the original theorem.
The if part and the then part switch places
The converse of a theorem that is an if-then statement is when the if part and the then part switch places.
The converse of a theorem is a statement formed by switching the positions of the "if" part and the "then" part in an if-then statement. It is a way of reformulating the original statement. To find the converse of a theorem that is an if-then statement, you need to switch the positions of the "if" part and the "then" part. Let's take an example to better understand:
Original theorem: If it is raining, then the ground is wet.
Converse of the theorem: If the ground is wet, then it is raining.
As you can see, the positions of "if" and "then" are switched in the converse statement. This gives a different statement, but it is related to the original theorem. So, the correct answer is "The if part and the then part switch places."