1. WARM UP

2. Homework Q’s

5. Dividing Polynomials using Synthetic Division EQ: How is Long Division utilized to divide a polynomial functions? Assessment: Students will write a summary on the steps to divide polynomials using long division

6. EQ: How is Long Division utilized to divide a polynomial functions? Assessment: Students will write a summary on the steps to divide polynomials using long division KEY CONCEPT Remainder Theorem: If a polynomial f(x) is divided by x – k, then the remainder is r = f(k). Factor Theorem: A polynomial f(x) has a factor x – k if and only if f(k) = 0.

7. EQ: How is Long Division utilized to divide a polynomial functions? Assessment: Students will write a summary on the steps to divide polynomials using long division Use Synthetic Division

8. EQ: How is Long Division utilized to divide a polynomial functions? Assessment: Students will write a summary on the steps to divide polynomials using long division Divide using synthetic division. (x 3 + 4x 2 – x – 1)  (x + 3)

9. EQ: How is Long Division utilized to divide a polynomial functions? Assessment: Students will write a summary on the steps to divide polynomials using long division You Try It! (4x 3 + x 2 – 3x + 7)  (x – 1) Divide using synthetic division.

10. EQ: How is Long Division utilized to divide a polynomial functions? Assessment: Students will write a summary on the steps to divide polynomials using long division Find the other zeros of f given that f (– 2) = 0. f (x) = x 3 + 2x 2 – 9x – 18

11. EQ: How is Long Division utilized to divide a polynomial functions? Assessment: Students will write a summary on the steps to divide polynomials using long division YOU TRY IT Standardized Test Practice

12. HOMEWORK Workbook – Pg. 85 7-10; 13,14 Write your Summary to the Essential Question