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Polynomials: Special Products Practice

Description – Practice multiplying binomial polynomials with special forms. Practice the sum and difference pattern, (ax + b)(ax - b), and the square of binomial pattern, (ax + b)(ax + b). A FOIL method solution can also be viewed.

Activities – Multimedia Practice

Algebra Workbooks

 Objectives

  • Learn to use the FOIL with special binomial patterns
  • Learn the binomial sum and difference multiplication pattern
  • Learn to square a binomial
  • Learn that factoring a polynomials is the opposite of multiplying to get the polynomial
  • Learn the difference of two squares factoring pattern
  • Learn the perfect square trinomial pattern for factoring
  • Learn to factor our common monomials of a polynomial
  • Learn to factor our common monomials to get a special factor pattern of a polynomial

Tags

polynomials, trinomials, factoring, factors, quadratic equation, FOIL Method

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Power Basics: Algebra
Power Basics

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Learners are guided toward mastery of essential math concepts from basic operations through fractions, decimals, and percents and the fundamentals of algebra and geometry.

 

 

 

 
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