The Squeeze Theorem is a really handy tool for understanding limits in math!

Think of it like a safety net that helps you find the limit of a tricky function when it’s stuck between two other functions you already know.

Imagine you’re trying to figure out the limit of a function called ( f(x) ). It might seem all over the place! But if you can find two other functions, ( g(x) ) and ( h(x) ), that “squeeze” ( f(x) ) in between them, you can find the limit easier!

Here’s how it works:

1. Find Your Functions: Look for ( g(x) ) and ( h(x) ) that push ( f(x) ) in from both sides.
2. Check the Limits: Make sure that as ( x ) gets really close to a certain number, both ( g(x) ) and ( h(x) ) go to the same limit.
3. Wrap It Up: If they do, you can say that the limit of ( f(x) ) must be the same as those limits.

This trick really helped me understand some tough limits, especially when the functions seemed confusing at first!