1. Solving Quadratic Equations by Factoring
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Make sure you rewrite the equation leaving all the terms on one side, and that you factor out the GCF if it exists.
x=- 2/5 and x= 6
We want to solve the given equation by factoring.
Let's start by factoring out a GCF, if we find one.
Factor out 3
Write as a sum
Factor out (x-6)
To solve this equation, we will apply the Zero Product Property.
.LHS /3.=.RHS /3.
Use the Zero Product Property
(I): LHS-2=RHS-2
(I): .LHS /5.=.RHS /5.
(II): LHS+6=RHS+6