2. Date: 1.6(a) Notes: Factoring ax² + bx + c Lesson Objective: Factor trinomials of the form ax² + bx + c. CCSS: A.SSE.3a, A.REI.4b You will need: algebra tiles This is Jeopardy!!!: This is the box and the product that represents (x – 3)(x + 2).

3. Lesson 1: Using Algebra Tiles to Factor Trinomials Using the Algebra Tiles to Factor: 1)Get the number of “a” x² tiles, “b” x tiles, “c” +1 or -1 tiles that are in the polynomial. 2)Set up the x² tiles and the +1 or -1 tiles to make the opposite corners of a box. 3)Split up the “b” tiles to fit in the box.

4. Lesson 1: Using Algebra Tiles to Factor x² + bx + c Set up the trinomial using algebra tiles. Draw the “box” and give the factors. A.x² + 7x + 6

5. Lesson 1: Using Algebra Tiles to Factor x² + bx + c Set up the trinomial using algebra tiles. Draw the “box” and give the factors. B.x² – 5x + 6

6. Lesson 1: Using Algebra Tiles to Factor x² + bx + c Set up the trinomial using algebra tiles. Draw the “box” and give the factors. C.x² – x – 6

7. Lesson 1: Using Algebra Tiles to Factor x² + bx + c Set up the trinomial using algebra tiles. Draw the “box” and give the factors. D.x² + 5x – 6

8. Lesson 1: Using Algebra Tiles to Factor x² + bx + c Set up the trinomial using algebra tiles. Draw the “box” and give the factors. E.x² + x – 6

9. Lesson 1: Using Algebra Tiles to Factor x² + bx + c Set up the trinomial using algebra tiles. Draw the “box” and give the factors. F.x² – 5x – 6

10. Lesson 2: Using Algebra Tiles to Factor ax² + bx + c Set up the trinomial using algebra tiles. Draw the “box” and give the factors. A.2x² + 8x + 6

11. Lesson 2: Using Algebra Tiles to Factor ax² + bx + c Set up the trinomial using algebra tiles. Draw the “box” and give the factors. B.2x² + 7x + 6

12. Lesson 2: Using Algebra Tiles to Factor ax² + bx + c Set up the trinomial using algebra tiles. Draw the “box” and give the factors. C.2x² + x – 6