3.3 Factoring Quadratics a Review

3.3 Factoring Quadratics a Review

An excellent look at dealing with signs as you factor quadratics.

Factoring trinomials

We can reverse the process of binomial multiplication shown above in order to factor a trinomial (which is a polynomial with 3 terms).
In other words, if we start with the polynomial  $x^2+6x+8,$ we can use factoring to write it as a product of two binomials,  $\left(x+2\right)\left(x+4\right).$  

Let's take a look at a few examples to see how this is done.

Factoring Quadratics with Common Factors

We can make a simpler task of factoring quadratic by removing any common factors first.

 $3x^2+18x+24=3\left(x^2+6x+8\right)$  

Fill in the Blanks

Factor.

 $x^2-11x-26$  

Assignment on Khan 3.3 Factoring Quadratics a Review

• Factoring Quadratics Intro

• Factoring Quadratics with a Common Factor