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?

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

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

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

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

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

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

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