Lesson 7 Using the GCF to Factor Polynomials LA25 EXAMPLE 2 Using GCF to Factor Polynomials Factor 30 x 2 + 12x. First, find the GCF of 30 x 2 and 12x. 30 x 2 = 2 · 3 · 5 · x · x Write the prime factorization of 30 2x and 12x. 12x = 2 · 2 · 3 · · x Circle the common factors. The GCF of 30 x 2 and 12x is 6x. Factoring - Greatest Common Factor Objective: Find the greatest common factor of a polynomial and factor it out of the expression. The opposite of multiplying polynomials together is factoring polynomials. There It is important to note in the previous example, that when the GCF was 7x and The Samsung support homepage is your starting point for help with Samsung products, featuring visual guides, manuals, support downloads, tech specs, troubleshooting, and answers. Factoring Quadratics A quadratic equation is a polynomial of the form ax 2 + bx + c, where a, b, and c are constant values called coefficients. You may notice that the highest power of x in the equation above is x2. A quadratic equation in the form ax2 + bx + c can be rewritten as a product of two factors called the "factored form". Grouping is a factor method most useful when you have ____ terms, starting with ____. 1) Factor out GCF (if any). 2) Group the first two terms, and the last two terms. Be sure to group the signs as well and add the groups together. 3) Factor the GCF out of both groups. 4) Remaining binomial should be the same for both groups. Factor the common MAT 0024 Ch 13 Factoring Review Worksheet Instructor: C. St.Denis Page 1 of 4 Strategy for factoring polynomials: Step 1. GCF: If the polynomial has a greatest common factor other than 1, then factor out the greatest common factor. Techniques for Factoring Polynomials "To factor" means "to write as an indicated product." The following is a list of the techniques for factoring polynomials that you are expected to know when you begin a college credit math course such as MATH 1314 - College Algebra. Each technique is accomp