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Minds On Simplify: πππ+ π βπ π π βπ ππ b) (ππ)(ππ) β ππ
Unit Two: Algebra Minds On Simplify: πππ+ π βπ π π βπ ππ b) (ππ)(ππ) β ππ π) (πππ π βπ )π
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Unit Two: Algebra Lesson 4: Distributive Property with Multiplication and Division by Monomials Learning Goals I can multiply a polynomial by a monomial using the distributive property.
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Lesson 4: Distributive Property with Monomials
Unit Two: Algebra Lesson 4: Distributive Property with Monomials Success Criteria: Expand the polynomial using the Distributive Property Multiply/divide the coefficient of each term in the polynomial by the coefficient of the monomial. Multiply/divide the variables of each term in the polynomial by the variables of the monomial (to multiply: add the exponents of like variables. To divide: subtract the exponents of like variables.) Identify like terms Combine like terms
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Lesson 4: Distributive Property with Monomials
Unit Two: Algebra Lesson 4: Distributive Property with Monomials Success Criteria: Expand the polynomial using the Distributive Property Multiply/divide the coefficient of each term in the polynomial by the coefficient of the monomial. Multiply/divide the variables of each term in the polynomial by the variables of the monomial (to multiply: add the exponents of like variables. To divide: subtract the exponents of like variables.) Identify like terms Combine like terms Example 1 - Expand and Simplify: (12cd3)(-3c2d)
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Lesson 4: Distributive Property with Monomials
Unit Two: Algebra Lesson 4: Distributive Property with Monomials Success Criteria: Expand the polynomial using the Distributive Property Multiply/divide the coefficient of each term in the polynomial by the coefficient of the monomial. Multiply/divide the variables of each term in the polynomial by the variables of the monomial (to multiply: add the exponents of like variables. To divide: subtract the exponents of like variables.) Identify like terms Combine like terms Example 2 - Expand and Simplify: 8w(2w2 β w + 6)
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Lesson 4: Distributive Property with Monomials
Unit Two: Algebra Lesson 4: Distributive Property with Monomials Success Criteria: Expand the polynomial using the Distributive Property Multiply/divide the coefficient of each term in the polynomial by the coefficient of the monomial. Multiply/divide the variables of each term in the polynomial by the variables of the monomial (to multiply: add the exponents of like variables. To divide: subtract the exponents of like variables.) Identify like terms Combine like terms Example 3 - Expand and Simplify: 2x2(4x + 1) + 3x(x-2)
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Lesson 4: Distributive Property with Monomials
Unit Two: Algebra Lesson 4: Distributive Property with Monomials Success Criteria: Expand the polynomial using the Distributive Property Multiply/divide the coefficient of each term in the polynomial by the coefficient of the monomial. Multiply/divide the variables of each term in the polynomial by the variables of the monomial (to multiply: add the exponents of like variables. To divide: subtract the exponents of like variables.) Identify like terms Combine like terms Example 4 - Expand and Simplify: 4a(2a + 3b) βb(3a β 5b)
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Lesson 4: Distributive Property with Monomials
Unit Two: Algebra Lesson 4: Distributive Property with Monomials Success Criteria: Expand the polynomial using the Distributive Property Multiply/divide the coefficient of each term in the polynomial by the coefficient of the monomial. Multiply/divide the variables of each term in the polynomial by the variables of the monomial (to multiply: add the exponents of like variables. To divide: subtract the exponents of like variables.) Identify like terms Combine like terms Example 5 - Expand and Simplify: βππππ+ππππβπππ πππ
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Lesson 4: Distributive Property with Monomials
Unit Two: Algebra Lesson 4: Distributive Property with Monomials Success Criteria: Expand the polynomial using the Distributive Property Multiply/divide the coefficient of each term in the polynomial by the coefficient of the monomial. Multiply/divide the variables of each term in the polynomial by the variables of the monomial (to multiply: add the exponents of like variables. To divide: subtract the exponents of like variables.) Identify like terms Combine like terms Bonus Example 1! - Expand and Simplify: 2x2y3(-xy2 + 3x3y2 β x)
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Lesson 4: Distributive Property with Monomials
Unit Two: Algebra Lesson 4: Distributive Property with Monomials Success Criteria: Expand the polynomial using the Distributive Property Multiply/divide the coefficient of each term in the polynomial by the coefficient of the monomial. Multiply/divide the variables of each term in the polynomial by the variables of the monomial (to multiply: add the exponents of like variables. To divide: subtract the exponents of like variables.) Identify like terms Combine like terms Bonus Example 2! - Expand and Simplify: ππππππ βππππππ+ππππ πππ
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Homework Read page 270 βkey Ideasβ (not factoring)
Unit Two: Algebra Lesson 4: Distributive Property with Monomials Homework Read page 270 βkey Ideasβ (not factoring) Page 271 Q# 2 e-l, 3abcefg, 4abcd, 8abe, 9abcd, 10cdf Bonus: Page 272 Q# 8cdgh, 10j
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Lesson 4: Distributive Property with Monomials
Unit Two: Algebra Lesson 4: Distributive Property with Monomials Learning Goal: I can multiply a polynomial by a monomial using the distributive property. Success Criteria Expand the polynomial using the Distributive Property Multiply/divide the coefficient of each term in the polynomial by the coefficient of the monomial. Multiply/divide the variables of each term in the polynomial by the variables of the monomial (to multiply: add the exponents of like variables. To divide: subtract the exponents of like variables.) Identify like terms Combine like terms Homework Read page 270 βkey Ideasβ (not factoring) Page 271 Q# 2 e-l, 3abcefg, 4abcd, 8abe, 9abcd, 10cdf Bonus: Page 272 Q# 8cdgh, 10j
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