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Mastering Polynomial Factoring: Understanding GCF and Factorization Techniques

In this lesson, students will learn how to factor polynomials by identifying the greatest common factor (GCF) for all terms. The agenda includes a warm-up exercise, a focused lesson on factoring techniques, and collaborative group work to reinforce understanding. Students will explore various examples to grasp the concept of factorization and apply it in problem-solving. A quiz will be conducted on Friday to assess comprehension. By the end of the lesson, students will confidently factor monomials and polynomials.

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Mastering Polynomial Factoring: Understanding GCF and Factorization Techniques

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Presentation Transcript

  1. Warm-Up Multiply: 2.) 1.) 4.) 3.)

  2. CA STANDARDS 11.0: Students find a common factor to all of the terms in a polynomial. Learning Objectives: Students will be able to factor polynomials. Agenda: 02/09/12 1.) Warm-Up 2.) Lesson Factoring Greatest Common Factors (GCF) from Polynomials 3.) Assignment: 6.1 4.) Work within your groups and STAY ON TASK 5.) Quiz on Friday

  3. 2 Each factor is called a factorization of 12x Factoring Polynomials 6.1 Factoring: Is the reverse of multiplying. To factor, a monomial, we find two monomials that multiply to that monomial. For Example: Factoring

  4. Example 1: 3 Find factorizations of 16x. Some Possible Factorizations

  5. PART Factoring more than one term. 2 Examples: What is common in both terms? What is common in both terms?

  6. More Examples: What is common in both terms? What is common in all the terms?

  7. Try this: Factor: 1.) 2.) 3.) 4.)

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