Question

What is the inverse of the sentence, "If Sam cooks, then I will not eat"?

A. If Sam does not cook, then I will eat
B. If Sam cooks, then I will eat
C. If Sam does not cook, then I will not eat
D. If Sam cooks, then I may eat

Answer 1

The inverse of the sentence "If Sam cooks, then I will not eat" is: If Sam does not cook, then I will eat.

Step-by-step explanation:

When finding the inverse of a conditional statement, we need to negate both the hypothesis and the conclusion, and then switch their positions. The inverse of the sentence "If Sam cooks, then I will not eat" is: If Sam does not cook, then I will eat. This is because the original statement says that if Sam cooks, then I will not eat. The inverse statement says that if Sam does not cook, then I will eat.