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Trinomial

factoring

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Section 4.3: Solve by Factoring Vocabulary ? Monomial: OA 4?ct&in j?W ? Binomial: cuij e'ICS 1uX i-ewis Trinomial: CLAA Cc(.1 tJ9 :!2i *ermS *Some binomials and trinomials will have a Greatest Common Factor (GCF) that we will factor ou7 when factoring ? Solutions to a Quadratic Equation: X-'zef1 (O*5 so W )(-V 0 Greatest Common Factoring Ex1: Factor 3x2 +9x QCF? Ex 2: Factor 4x + 6 .. 3x(*-s x+3) Factoring a Trinomial with a leading coefficient of 1 (iejjx2 + bx + c) -Iind luy 'f&r&c -mc** Ex 3: Factor X2 - 9x+ 20 C, (x-5 I X-4 ) Ex 5: Factor x2 - 3x ?18 (-)(x+3) (14-C oxILt Ex4: Factor x2_3x+93 a tb :: -3 - 01 rj -.t - - - - Special Factoring Patterns ? Difference of Perfect Squares: a2 - - b)(a + b) Ex 6: Factor x2 - 9 xX 3

Factoring Trinomials

Subject: 
Algebra
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(Back to the Intermediate Algebra Homepage) (Back to the GRE Math Help Page) (Back to the THEA Math Help Page) -------------------------------------------------------------------------------- Intermediate Algebra Tutorial 28: Factoring Trinomials Learning Objectives After completing this tutorial, you should be able to: Factor a trinomial of the form . Factor a trinomial of the form . Factor using substitution. Indicate if a polynomial is a prime polynomial. Introduction
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