Sure thing! Here’s the easier-to-read version:

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Yes, you can solve problems using only left-hand limits! 🌟

Let’s Explore Left-Hand Limits

• What is it?: A left-hand limit looks at how a function behaves as it gets close to a point $a$ from the left side. It's written as $\lim_{x \to a^-} f(x)$.

• Why is it Helpful?: Left-hand limits help us see how functions act at points where they might jump or not be defined.

Important Points:

1. Understanding Behavior: Left-hand limits show us important details about a function’s behavior as we get close to a certain point.

2. Examples in Problems: You can often solve problems just by looking at the left side, especially if the right-hand limits don't work.

So jump in and have fun exploring! 🎉