'Factor polynomials' diaporamas de présentation

Jeopardy

Jeopardy. Basic Polynomials. Adding Polynomials. Subtracting Polynomials. Multiply Polynomials. Standard Form. Factor Polynomials. $ 100. $ 100. $ 100. $ 100. $ 100. $ 200. $ 200. $ 200. $ 200. $ 200. $ 300. $ 300. $ 300. $ 300. $ 300. $ 400. $ 400. $ 400. $ 400. $ 400.

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Chapter 6 Review Factoring I (Factoring Polynomials)

Chapter 6 Review Factoring I (Factoring Polynomials). 6.1 Greatest Common Factor & Factoring by Grouping 6.2 Factoring Trinomials of the Form ax 2 + bx + c 6.3 Factor Trinomials of the Form ax 2 + bx + c , a ?1. Section 6.1 Objectives.

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Warm UP!

Warm UP!. EQ: What are ways we can factor polynomials? . Factor the GCF. How can we factor the GCF out of a Polynomial???. What do these have in common??. ALL ANIMALS. What do these have in common??. ALL FLY. What is the greatest common factor??. 36. 24. The number 12.

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EOC Practice #12

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Drill #25

Drill #25. Simplify each expression. Drill #26. Find the GCF of the following monomials : Factor each polynomial using the GCF:. Drill #27. Factor each polynomial using the GCF: Factor by Grouping Factor the following trinomials:. Drill #28. Factor each polynomial using the GCF:

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Drill #25

Drill #25. Simplify each expression. Drill #26. Find the GCF of the following monomials : Factor each polynomial using the GCF:. Drill #27. Factor each polynomial using the GCF: Factor by Grouping Factor the following trinomials:. Drill #28. Factor each polynomial using the GCF:

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Quadratics

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Bellwork

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7.8 Summary of Factoring

7.8 Summary of Factoring. CORD Math Mrs. Spitz Fall 2006. Objective:. Factor polynomials by applying various methods of factoring. Assignment. Pg. 288 #5-50 all. Introduction.

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Do Now:

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Factoring Using the Distributive Property

Factoring Using the Distributive Property. GCF and Factor by Grouping. Review. 1) Factor GCF of 12a 2 + 16a. 12a 2 = 16a =. Use distributive property. Using GCF and Grouping to Factor a Polynomial. First, use parentheses to group terms with common factors.

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7.3 Factoring by Grouping

7.3 Factoring by Grouping. CORD Math Mrs. Spitz Fall 2006. Objectives. Use grouping methods to factor polynomials with four or more terms. Get enough instruction to pass to get into Algebra II or test into math 121 for UNM. Assignment. Pg. 267 #4-33 all. Connection.

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5-4 Factoring M11.D.2 2.1.11.A

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6.6 Factoring by Grouping

6.6 Factoring by Grouping. Objective: After completing this section, students should be able to factor polynomials by grouping. After completing these notes, you will be ready to do the following assignments. Assignment: 6.6 Worksheet p. 282 # 1-19 odd.

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Factoring by Grouping

Factoring by Grouping. Objective: After completing this section, students should be able to factor polynomials by grouping. Steps for factoring by grouping :. 1. A polynomial must have 4 terms to factor by grouping.

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Factoring Using the Distributive Property

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The Factor Theorem

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2.5 Remainder and factor Theorems

2.5 Remainder and factor Theorems. Using theorems to factor polynomials. Remainder Theorem. If a polynomial f(x) is divided by x-k , then the remainder r = f(k)

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The Rational Root theorem

Used to factor polynomials when no other method works. The Rational Root theorem. If f(x) is a polynomial with INTEGER coefficients, then the candidates for every rational zero of f has the following form:

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Learning Outcomes MAT 080

Learning Outcomes MAT 080. The student should be able to model and solve application problems while learning to : Factor polynomials Identify, evaluate and simplify rational expressions Define rational exponents and evaluate expressions involving rational exponents

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