Factoring the Difference of Two Squares - Ex 1

Factoring the Difference of Two Squares - Step-by-Step Guide
In this video, we'll explore how to factor expressions using the difference of two squares formula. We introduce the formula: A^2 − B^2 = (A−B) (A+B), show how to identify the terms A and B, and work through example problems to demonstrate how to apply the formula effectively.

What You Will Learn
The formula for factoring the difference of two squares.
How to rewrite expressions in the form A^2 − B^2

Step-by-step examples to illustrate the factoring process.

Techniques for recognizing and factoring more complex differences of squares.
Factoring the difference of squares is an essential skill in algebra that can simplify polynomial expressions and solve equations more easily. By the end of this video, you'll understand how to break down and factor these types of expressions using the formula effectively.

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