Resolve Binomial into Two Binomial Factors

Algebra Help: Section 2.28

Learn to resolve a binomial into two binomial factors.

A binomial may be resolved into two binomial factors, when both of its terms are perfect squares, and have contrary signs.

1. Factor a2 - b2.

ANALYSIS - a2 is the square of a and b2 is the square of b. Since a2 - b2 is the difference of the squares of a and b, it must be equal to the product of the sum and difference of a and b, as discussed in section 4.6. Therefore a2 - b2 equals (a + b)(a - b).

Rule

RULE - Write the sum and difference of the square roots of two given terms, as two binomial factors.

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