# Chapter 8 - Polynomials and Factoring - Chapter Review - 8-2 Multiplying and Factoring - Page 524: 26

GCF=$3$ $3(t^{4}-2t^{3}-3t+4)$

#### Work Step by Step

Find the GCF of the terms in the polynomial. Then factor the polynomial. $3t^{4}-6t^{3}-9t+12$ not all of the terms have a $t$ so the GCF does not have a $t$ All of the terms are divisible by $3$ so the GCF have a $3$ GCF=$3$ Factor: $3(t^{4}-2t^{3}-3t+4)$

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