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  • Adding 2a2ab+b2+3a4a2−b2\frac{2a}{2ab+b^2} + \frac{3a}{4a^2-b^2}2ab+b22a​+4a2−b23a​

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Match each polynomial to its completely factored form.

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Updated 2026-06-19

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Ch.8 Rational Expressions and Equations - Elementary Algebra @ OpenStax

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  • Arrange the steps to add and simplify the rational expressions: 2a2ab+b2+3a4a2−b2\frac{2a}{2ab+b^2} + \frac{3a}{4a^2-b^2}2ab+b22a​+4a2−b23a​

  • Match each polynomial to its completely factored form.

  • Factor out the greatest common factor, bbb, from the expression 2ab+b22ab + b^22ab+b2. The factored form is b(b(b(_____))).

  • What is the new numerator of 2a2ab+b2\frac{2a}{2ab+b^2}2ab+b22a​ after rewriting it with the least common denominator b(2a+b)(2a−b)b(2a+b)(2a-b)b(2a+b)(2a−b)?

  • Which two factoring techniques are needed to factor the denominators in 2a2ab+b2+3a4a2−b2\frac{2a}{2ab + b^2} + \frac{3a}{4a^2 - b^2}2ab+b22a​+4a2−b23a​?

  • Factor 4a2+ab4a^2+ab4a2+ab.

  • To rewrite 2a2ab+b2\frac{2a}{2ab+b^2}2ab+b22a​ using the LCD b(2a+b)(2a−b)b(2a+b)(2a-b)b(2a+b)(2a−b), multiply its numerator and denominator by (2a−b)(2a-b)(2a−b).

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