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WARM UP Multiply the polynomial. 1. (x + 2)(x + 3) 2. (2x – 1)(2x + 1) 3. (x – 7) 2 4.3x 2 (x + 5)

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Presentation on theme: "WARM UP Multiply the polynomial. 1. (x + 2)(x + 3) 2. (2x – 1)(2x + 1) 3. (x – 7) 2 4.3x 2 (x + 5)"— Presentation transcript:

1 WARM UP Multiply the polynomial. 1. (x + 2)(x + 3) 2. (2x – 1)(2x + 1) 3. (x – 7) 2 4.3x 2 (x + 5)

2 Factor and Solve Polynomials EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property.

3 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. Factored completely Can I factor anything out of all the terms?

4 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. Key Terms Factored Completely - written as a product of unfactorable polynomials with integer coefficients. Ex. 2(x + 1)(x - 4)

5 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. Find a common monomial factor Factor the polynomial completely. a. x 3 + 2x 2 – 15xb. 2y 5 – 18y 3 c. 4z 4 – 16z 3 + 16z 2 Can I factor anything out of all the terms?

6 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. You Try It! Can I factor anything out of all the terms? Factor the polynomial completely. 1. x 3 – 7x 2 + 10x 2. 3y 5 – 75y 3 3. w 3 – 27

7 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. Sum and Difference of Cubes Sum and Difference of Cubes

8 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. Key Concepts Special Factoring Patterns

9 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. You Try It Factor the polynomial completely. 1. 125x 3 + 216 2. 8y 3 – 64

10 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. Factoring by Grouping

11 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. Key Terms:

12 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. Factor by Grouping Factor the polynomial completely.

13 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. You Try It! Factor the polynomial completely. x 3 + 6x 2 – 7x – 42 x 3 + 6x 2 – 7x – 42

14 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. Solve Polynomial Equations

15 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. Solve Polynomial Equations Find the real-number solutions of the equation. 9. 2x 5 + 24x = 14x 3

16 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. You Try It Standardized Test Practice

17 EQ: How can you solve a higher-degree polynomials equation? Assessment: Students will write a summary on factoring polynomials using the zero product property. One Last Question On your 3X5 card answer the statement using the options below: I was bored during this lesson. – Strongly Disagree – Disagree – Strongly Agree – Agree

18 HOMEWORK Workbook – Pg. 83 – 84 # 1,3,5,9,17-19,23-25 Write your Summary to the Essential Question


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