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Associative and Distributive Property

Author: RayMiller Andrew
Description: Please slide the example into the correct property it demonstrates. If it doesn%27t demonstrate either property, please place it in neither. Please note that %22x%22 is used for multiplication and not the variable x.
Keywords: , , , , , , online teaching

Content:
Groups:
1. Associative Property (%2b)
2. Associative Property (x)
3. Distributive Property
4. Neither

Objects:
0. (7 x 3) x 4=7 x ( 3 x 4)
1. 7(3 %2b 4)=(7 x 3) %2b (7 x 4)
2. 5(3 %2b 4) = 5 x 3 %2b 4
3. 3 x 1 = 3
4. (am)b= a(mb)
5. a(b %2b c)=ab %2b ac
6. (7 x 3) x 4=(3 x 7) x 4
7. ab %2b ac = (ab) %2b c
8. (3 %2b 4) %2b 6 = 3 %2b (4 %2b 6)
9. 8 x ( 3 %2b 4)= 8 x 3 %2b 8 x 4
10. 8 x (3%2b 4) = 8 x 3 %2b 4
11. (5 %2b 9) %2b 3 = 5 %2b ( 9 %2b 3)
12. m %2b (b%2b12)= (m%2bb) %2b 12
13. 3 x ( 4 %2b 6) = 3x4 %2b 3x6
14. m %2b (b %2b 12) = m %2b (b %2b 12)
15. 9a %2b 9b = a (9 %2b b)
16. (5 x 4) x 6 = 5 x(4 x 6)
17. a(m %2b b) = am %2b ab
18. 6 x ( 9%2bm) = 9 %2b 6m
19. (3 x 4) x 1 = (3 x 4) x 1
20. 8 x (3 x 4)=(8 x 3) x 4
21. m (b %2b 12) = mb %2b 12m
22. (7 %2b 6) %2b 4 = (7 %2b 6) %2b 4
23. 6 %2b 1 = 6
24. a %2b (b %2b c) = (a %2b b) %2b c
25. 6( 4 %2b c) = 24 %2b 6c
26. 3 x 4 = 4 x 3
27. (6%2b7) %2b 0 = (6%2b7)
28. 6 x (7 x 3) = (6 x 7) x 3
29. 7 x (6 %2b 4) = 42 %2b 28
30. 3 %2b 0 = 3
31. 4 x 3 = 12
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