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Applying the IDENTITY, COMMUTATIVE, and ASSOCIATIVE properties of multiplication.

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Presentation on theme: "Applying the IDENTITY, COMMUTATIVE, and ASSOCIATIVE properties of multiplication."— Presentation transcript:

1 Applying the IDENTITY, COMMUTATIVE, and ASSOCIATIVE properties of multiplication.

2 Georgia Performance Standard: I can apply the identity, commutative, and associative properties of multiplication and verify the results.

3 IDENTITY Property of Multiplication When you multiply a number by 1, the product is that number. EXAMPLES: 1 X 6 = 6 1 X 8 = 8 1 X 69 = 69 1 X 547 = 547

4 COMMUTATIVE Property of Multiplication You can multiply two numbers in any order. The product stays the same. EXAMPLE: 6 X 7 = 42 7 X 6 = 42 7 X 6 = 6 X 7

5 Commutative Property of Multiplication 3 X 87 = X 3 = 261 If 3 X 87 = 261, then 87 X 3 = X 87 = 87 X 3

6 ASSOCIATIVE Property of Multiplication When you multiply three or more numbers, it doesnt matter which tow numbers you group or multiply first. The product will stay the same. EXAMPLE: 2 X 4 X 3 = 2 X 4 X 3 (2 X 4) X 3 2 X (4 X 3) 8 X 3 2 X

7 ASSOCIATIVE Property (6 X 7) X 3 = 6 X (7 X 3) 42 X 3 = 6 X = 126

8 Solve using the identity, commutative, or associative property of multiplication. 7 X 1 = ? What property of multiplication did you use to help you solve the problem?

9 Solve using the identity, commutative, or associative property of multiplication. 87 X 1 = ? What property of multiplication did you use to help you solve the problem?

10 Solve using the identity, commutative, or associative property of multiplication. 1 X 258 = ? What property of multiplication did you use to help you solve the problem?

11 Solve using the identity, commutative, or associative property of multiplication. (3 X 4) X 6 = 3 X (4 X ) What property of multiplication did you use to help you solve the problem?

12 Solve using the identity, commutative, or associative property of multiplication. If 5 X 4 = 20, then 4 X 5 = What property of multiplication did you use to help you solve the problem?

13 Solve using the identity, commutative, or associative property of multiplication. (63 X 2) X 12 = 63 X ( X 12) What property of multiplication did you use to help you solve the problem?

14 Model What is the missing number? 21 X 9 = X 21 A.1 B.9 C.21 D.189

15 Guided Group Practice What is the missing number? 54 X 6 = X 54 A.324 B.56 C.6 D.1

16 Guided Individual Practice What is the missing number? 24 X 2 = 2 X A.48 B.24 C.2 D.0

17 Independent Practice What is the missing number? 36 X 5 = 5 X A.1 B.5 C.36 D.180

18 Model To multiply 7 X 4 X 5, you can multiply 4 X 5 first. What must you multiply by next? A.35 B.28 C.7 D.4

19 Guided Group Practice To multiply 6 X 2 X 10, you can multiply 2 X 10 first. What must you multiply by next? A.12 B.10 C.6 D.2

20 Guided Individual Practice To multiply 5 X 2 X 4, you can multiply 5 X 2 first. What must you multiply by next? A.2 B.4 C.5 D.10

21 Independent Practice To multiply 3 X 5 X 2, you can multiply 5 X 2 first. What must you multiply by next? A.2 B.3 C.5 D.10

22 Model Which number belongs in the to make the number sentence TRUE? 18 X = 18 A. 0 B. 1 C. 18 D. 36

23 Guided Group Practice Which number belongs in the to make the number sentence TRUE? 8 X = 24 A. 2 B. 3 C. 162 D. 282

24 Guided Individual Practice Which number belongs in the to make the number sentence TRUE? 4 X = 36 A. 4 B. 8 C. 9 D. 144

25 Independent Practice Which number belongs in the to make the number sentence TRUE? 7 X = 49 A. 7 B. 8 C. 9 D. 343

26 Model If 8 X 16 = 128, then 16 X 8 = A. 2 B. 16 C. 24 D. 128

27 Guided Group Practice If 4 X 12 = 48, then 12 X 4 = A. 48 B. 40 C. 4 D. 1

28 Guided Individual Practice If 5 X 15 = 75, then 15 X 5 = A. 5 B. 15 C. 55 D. 75

29 Independent Practice If 2 X 55 = 110, then 55 X 2 = A. 2 B. 55 C. 110 D. 120

30 Model Which of the following does NOT have the same product as 2 X 4 X 7? A. (2 X 4) X 2 B. 2 X (4 X 7) C. (2 X 4) X 7 D. 4 X 2 X 7

31 Guided Group Practice Which of the following does NOT have the same product as 4 X 8 X 9? A. (4 X 8) X 9 B. 4 X (8 X 9) C. (4 X 4) X 9 D. 4 X 8 X 9

32 Guided Individual Practice Which of the following does NOT have the same product as 2 X 5 X 9? A. (2 X 5) X 9 B. 2 X (2 X 5) C. (5 X 2) X 9 D. 9 X 5 X 2

33 Independent Practice Which of the following does NOT have the same product as 6 X 2 X 7? A. (6 X 2) X 7 B. 6 X (2 X 7) C. (6 X 7) X 2 D. 6 X 7 X 7

34 Model What is the missing number? 5 X 95 = 95 X A. 5 B. 90 C. 95 D. 475

35 Guided Group Practice What is the missing number? 4 X 56 = 56 X A. 224 B. 56 C. 4 D. 1

36 Guided Independent Practice What is the missing number? 74 X 36 = 36 X A. 1 B. 36 C. 74 D. 2,664

37 Individual Practice What is the missing number? 4 X 92 = 92 X A. 4 B. 92 C. 368 D. 2,956

38 Model Which is equivalent to the following? 8 X X 7 a. 8 X X 7 b. 8 X X 5 c. 7 X d X 5 + 7

39 Guided Group Practice Which is equivalent to the following? 14 X X 12 a b. 14 X X 8 c. 14 X X 8 d X

40 Guided Individual Practice Which is equivalent to the following? 7 X X 9 a b. 7 X X 9 c. 7 X d. 8 X X 9

41 Independent Practice Which is equivalent to the following? 45 X X 3 a. 45 X X 5 b. 7 X X 9 c. 7 X d. 8 X X 9

42 Lets review How can I apply the identity, commutative, and associative properties of multiplication and verify the results.


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