BE SURE YOUR ANSWERS WILL NOT FACTOR FURTHER All answers may be checked by multiplication Page 2 PRACTICE PROBLEMS:
Factoring_Polynomials.pdf
Factoring Polynomials: Classwork/Practice Packet Lesson 1: Using the Greatest Common Factor and the Distributive Property to Factor Polynomials
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Intermediate Algebra Skill Factoring Polynomials: GCF and Quadratic Expressions Factor each completely 1) 3v 2 ? 27v ? 30 2) 6n 2 + 72n + 192
factgcfquad.pdf
Factor the Greatest Common Factor from a Polynomial It is sometimes useful to represent a number as a product of factors, for example, 12 as 2·6 or 3·4
Factoring-Polynomials.pdf
Use your answer to Question 3 to factor each polynomial completely In Exercises 3–10, factor the polynomial by grouping (See Example 1 )
BI%207-8.pdf
UNIT 2 WORKSHEET 8 FACTORING POLYNOMIALS Factor each of the following polynomials A) 2 3 28 x x ? ? B) 2
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FACTORING TRINOMIALS OF THE FORM ax2 + bx + c BY GROUPING Example: Find the greatest common factor a) 15 4 + 10 2 ? 25 5 b) 4
Chapter%209%20-%20Factoring%20Expressions%20and%20Solving%20By%20Factoring.pdf
For example, to completely factor 2x + 6, write it as the product 2(x + 3) Factoring quadratics What a completely factored quadratic polynomial looks like
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Note: Remember a, b or both could be represented as a product of other factors or a linear factor, then you have to figure out what is a and b Example:
alg_factoringpolynomials.pdf
remains after we take out the GCF We have now completely factored our four-term polynomial Let's look at a couple more examples Example: Factor by grouping
Factoring_Practice_2.pdf