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Learn how to factor trinomials with positive and negative coefficients following step-by-step instructions on factoring techniques. Explore five types of factoring methods, including Greatest Monomial Factor, Difference of Squares, and Perfect Square Trinomial. Practice factoring polynomials effectively to simplify expressions.
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Factoring when c is positive. Objective - To factor trinomials in the form . Multiply. Last Terms Sum of Last Terms Product of Last Terms Factor. ( )( ) x 2 x 5 + + sum product
Factor. ( )( ) x 4 x 5 + + 1) ( )( ) y 2 y 6 2) ( )( ) m 3 m 4 3)
( )( ) x x ( )( ) m m ( )( ) ( )( ) ( )( ) k y x y k x Factor. Show factor pairs of the constant term. 6 7 + + 1) 3 7 2) 3 12 3) + + 4) Not Factorable 3 8 5)
Factoring when c is negative. Multiply. Last Terms Difference of Last Terms Product of Last Terms Factor. ( )( ) x 6 x 2 + difference product
Factor. ( )( ) x 4 x 3 + 1) ( )( ) y 5 y 8 2) + ( )( ) t 2 t 9 + 3)
( )( ) m m ( )( ) x x ( )( ) ( )( ) k t t k ( )( ) Factor. Show factor pairs of the constant term. 7 4 + 1) 5 6 + 2) 4 6 3) + + 4) Not Factorable 5 7 5) +
Factor. 1) 5) 1 7 1 5 2) 6) 2 12 5 9 3) 7) 2 7 2b 12b 4) 8) 1y 12y 5 2
4) Trinomial Factoring : 4) Trinomial Factoring : 5) Trinomial Factoring : Factoring Polynomials Five Types of Factoring 1) Greatest Monomial Factor 1) Greatest Monomial Factor 2) Difference of Squares 3) Perfect Square Trinomial 3) Perfect Square Trinomial
Factoring Factoring Factor completely. 1) Greatest Monomial Factor 2) Difference of Squares
Factoring Factoring Factor completely. 1) Greatest Monomial Factor 2) Difference of Squares