Learning Objectives:

__Math Tutoring on Factoring Trinomials with a Leading Coefficient Not 1__

To **factor a trinomial ax²+bx+1**, when the **leading coefficient, “a",** does not equal to** 1** we will be using the **Trial and Error Method** and the **Grouping Technique. **In **trial and error method** or **reverse FOIL method,**

1. Place the **factors** of **ax²** in the first positions of the two sets of parentheses that represent the **factors**.

2. Place two possible **factors **of** c** into the second positions of the parentheses.

3. Find the inner and outer products of the two sets of parentheses.

4. Keep doing this until the inner and outer products that add to the middle term, **bx** is found.

In **factor by grouping, **

1. Divide the polynomial into two groups, the first half, and the second half.

2. **Factor **the** g.c.f.** out of the first half, and then **factor the g.c.f.** out of the second half.

3. Notice a common **binomial **or** trinomial factor**.

4. Factor out the common **binomial **or** trinomial factor.**

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**Hook Questions**:

1. *How do you factor a trinomial?*

2. *How do I factor?*

3. *What is factoring quadratic trinomials?*

4. *What does it mean to factor a polynomial?*

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