What is an inverse statement Of if I like carrots then vegetables?

Understanding the Original Statement

The original statement is: "If I like carrots, then I like vegetables." This is a conditional statement, where:

* Hypothesis: I like carrots.

* Conclusion: I like vegetables.

The Inverse

To find the inverse, we:

1. Negate the hypothesis: Instead of "I like carrots," we say "I don't like carrots."

2. Negate the conclusion: Instead of "I like vegetables," we say "I don't like vegetables."

Therefore, the inverse statement is: "If I don't like carrots, then I don't like vegetables."

Important Note: The inverse of a conditional statement is NOT logically equivalent to the original statement. It's possible to like vegetables without liking carrots, so the inverse is not necessarily true.