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Week 6
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Warm Up (wait on handing in class notes) Can you explain what is going on here? 15 24 = *sign in! (are you here?)
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Agenda A note on class notes Homework for Exploration 3.13 Complete Exploration 3.13 Properties of Multiplication More Exploration 3.13 Assign Homework
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Homework Due Friday and Monday Exploration 3.13. 1. Do Egyptian Duplation (F), Lattice and Lightning Cross Multiplication (M) for the following problems: (a) 19 73 (b) 26 50 (c) 7 94 2. Try to write in words why mathematically each algorithm works.
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Exploration 3.13 Use Egyptian Duplation for 14 41.
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Exploration 3.13 14 41: 41 82 164 328 656 Now: 14 41 = (2 + 4 + 8) 41 = 82 + 164 + 328 = 574
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Exploration 3.13 Use Egyptian Duplation for 65 17.
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Exploration 3.13 Do this one with your partner: 65 17 65 130 260 520 1040 65 17 = 65 (1 + 16) = 65 + 1040 = 1105
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Multiplication Vocabulary: AB = C A is the multiplier B is the multiplicand C is the product A and B are factors C is a multiple of A and B
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Properties of Multiplication zero property identity property commutative associative distributive (links multiplication and addition together!)
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Exploration 3.13 Lattice Multiplication--this is used today in certain schools. Kids love this! 45 28 2828 4 5 0 8 1 0 3 2 4 0 1 2 6 0
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Exploration 3.13 With a partner, can you explain what is going on in Lattice Multiplication? If so, can you explain why it works? 45 28 2828 4 5 0 8 1 0 3 2 4 0 1 2 6 0
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Exploration 3.13 You try Lattice Multiplication for 27 13 1313 2 7 1313 2 1 6 72 3 5 1
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Homework Due Friday and Monday Exploration 3.13. 1. Do Egyptian Duplation (F), Lattice and Lightning Cross Multiplication (M) for the following problems: (a) 19 73 (b) 26 50 (c) 7 94 2. Try to write in words why mathematically each algorithm works. Write it up clearly, and be sure to explain the mathematics: For Egyptian Duplation, how the distributive property is involved. For Lattice Multiplication and Lightning Cross Multiplication be sure to explain how the place values are maintained.
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Homework--Due Wednesday Section 3.3 pp. 186 - 189 1, 9, 12, 14b, 18, 19bd; 21, 42, 50, 53
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