What is the inverse of statement I like math then

The inverse of the statement "I like math, then..." depends on what follows the "then."

Here's how to understand inverses:

* Original Statement: "If P, then Q"

* Inverse: "If not P, then not Q"

Example:

Let's say the complete statement is: "I like math, then I will study it."

* Original: If I like math (P), then I will study it (Q).

* Inverse: If I don't like math (not P), then I won't study it (not Q).

Important Note: The inverse of a statement is not necessarily true, even if the original statement is true.

Let me know if you have a specific statement in mind, and I can help you find its inverse.