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Quiz 5-2 1. Use Synthetic Substitution to evaluate: 3.What is the “end behavior” for: 2. Simplify When x = 2 In other words:
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Quiz 5-1 1. Simplify 3. Simplify: 2. Simplify
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Section 5-3 Add, subtract, multiply Polynomials
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“Like” Terms Which of these terms (if any) are “like” terms? Simplify (add, subtract, multiply, divide)
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Your Turn: simplify 1. 2.
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Multiplying Polynomials (x + 3)(2x – 1) = ? key concept Each term inside one set of parentheses is multiplied by every term inside the other parentheses.
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Your Turn: Multiply 3. 4. 5.
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Multiplying Polynomials How do you multiply 2 * 3 * 4 three numbers? three numbers? 6 * 4 = 24 OR: 2 * 3 * 4 12 2 * = 24 OR: 2 * 3 * 4 8 * 3 = 24 Pick 2 factors, multiply them to get a product, then multiply the product by the then multiply the product by the last factor (associative property). last factor (associative property).
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Multiplying Polynomials (x – 1)(2x + 3)(3x – 2) = ? = [ (x – 1)(2x + 3) ] (3x – 2) How do you multiply three binomials? Pick 2 factors, multiply them to get a product, then multiply the product by the last factor associative property. multiply the product by the last factor associative property.
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Multiplying Polynomials How do you multiply these? Remember “long” multiplication?
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Multiplying Polynomials How do you multiply these? Align “like terms” in a vertical line so it is easier to add them together. so it is easier to add them together. (x – 1)(2x + 3)(3x – 2) = ?
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Your Turn: Simplify ( Multiply the Binomials and combine like terms) 6. 7.
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Your turn: 8. Simplify 9. Simplify 10. Simplify
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Special Products Square of a sum. (x + y)(x + y)
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Special Products Square of a sum. (x + y)(x + y)
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Special Products Square of a difference. (x - y)(x - y)
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Special Products Square of a difference. (x - y)(x - y)
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Special Products Product of a sum and a difference. (x + y)(x – y) xy - xy
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Your Turn: Multiply 11. 12. 13.
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Special Products Cube of a sum.
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Special Products Cube of a difference.
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Your Turn: Multiply 14. 15.
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Tonight’s Homework: Blog
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