This document provides 12 examples of expanding polynomial products of three binomial expressions, including forms such as x(x + a)(x + b), (x + a)(x + b)(x + c), and (x - a)(x - b)(x - c). The examples demonstrate different combinations of positive and negative coefficients in the binomial factors being multiplied.

1. Polynomial Expansion

2. Overview
This set of tutorials provides 12 examples of
finding the product of three binomial
expressions. The general form of this polynomial
expansion looks like this:

3. Example 1: Expanding a polynomial product of this form,
x(x + a)(x + b)

4. Example 2: Expanding a polynomial product of this form,
x(x - a)(x + b)

5. Example 3: Expanding a polynomial product of this form,
x(x + a)(x - b)

6. Example 4: Expanding a polynomial product of this form,
x(x - a)(x - b)

7. Example 5: Expanding a polynomial product of this form,
(x + a)(x + b)(x + c)

8. Example 6: Expanding a polynomial product of this form,
(x - a)(x + b)(x + c)

9. Example 7: Expanding a polynomial product of this form,
(x + a)(x - b)(x + c)

10. Example 8: Expanding a polynomial product of this form,
(x + a)(x + b)(x - c)

11. Example 9: Expanding a polynomial product of this form,
(x - a)(x - b)(x + c)

12. Example 10: Expanding a polynomial product of this form,
(x - a)(x + b)(x - c)

13. Example 11: Expanding a polynomial product of this form,
(x + a)(x - b)(x - c)

14. Example 12: Expanding a polynomial product of this form,
(x - a)(x - b)(x - c)