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Lesson #3: (87) Polynomials: Multiplying PolynomialsMaterials: Pen/ PencilDry erase board markers (blue, red, green, and black)Anticipatory Set Worksheet4 Giant Algebra Titles and piecesFor problem
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Multiplying polynomial expressions involves combining two or more polynomial expressions by distributing each term of one polynomial by each term of the other.
Generally, anyone who needs to evaluate or simplify a mathematical expression involving polynomials is required to perform multiplication of polynomial expressions.
To fill out multiplying polynomial expressions, align the terms of each polynomial and use the distributive property to multiply each term of the first polynomial by every term of the second polynomial, then combine like terms.
The purpose of multiplying polynomial expressions is to simplify complex expressions, solve equations, and perform polynomial operations in algebra.
The multiplication process itself, the result in standard form, and any steps taken to combine like terms may need to be reported when multiplying polynomial expressions.
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