Factoring Binomials | Step by Step | Part 2

This video tutorial is part 2 of a series on factoring, focusing on binomials. It begins with a comparison to monomials and explains how to factor expressions like 3X + 9 by finding common factors. The tutorial covers factoring with variables, the difference of squares, and the difference of cubes, providing step-by-step examples and emphasizing the importance of rewriting expressions as products.

What is the first step in factoring the expression 3X + 9?

How can you rewrite the expression 3X + 9 as a product?

Explain the process of factoring a binomial using the example of 3X + 9.

What common factor can be identified in the terms 3X and 9?

What is the difference of two squares, and how does it apply to factoring?

Describe the difference of two cubes and provide the formula for factoring it.

What should you remember when rewriting a division problem as a product in factoring?