Question

The converse of the proposition "If it is cold, then I will not go walking" is:

A. If it is not cold, then I will go walking.

B. If it is not cold, then I will not go walking.

C. If I did not go walking, then it is cold.

D. If I go walking, then it is not cold.​

Answer 1

C. If I did not go walking, then it is cold.

Explanation:

A conditional statement is a hypothesis followed by a conclusion. The hypothesis in this example being “If it is cold” and then followed by a conclusion “I will not go walking”.

A converse statement swaps the hypothesis and the conclusion of a conditional statement.