Insert the proper operation signs (+,–, x, ÷) and grouping symbols, when needed, to make each sentence true. 9. 10. 5________2________3________3 = -2 6________7________8________2 = 9 Match each example with the property that is illustrated. (a) Additive Identity (f) Commutative Property of Multiplication (b) Additive Inverse (g) Distributive Property of Mult over Addn (c) Associative Property of Addition (h) Multiplicative Identity (d) Associative Property of Multiplication (i) Multiplicative Inverse (e) Commutative Property of Addition 11. __________ 17. 4 3 = 3 4 __________ 12. __________ 18. 4x 1 = 4x __________ 13. __________ 19. __________ 14. __________ 20. __________ 15. __________ 21. __________ 16. __________ 22. __________ 23. 24. Use the Commutative Property of Use the Distributive Property of Multiplication Multiplication to rewrite the given expression. over Addition. 4 5 6= ______________________________ 8x - 24= _______________________________ 25. Is a solution to the equation Show work and explain in words.
Insert the proper operation signs (+,–, x, ÷) and grouping symbols, when needed, to make each sentence true. 9. 5________2________3________3 = -2 10. 6________7________8________2 = 9 Match each example with the property that is illustrated. (a) Additive Identity (b) Additive Inverse (c) Associative Property of Addition (d) Associative Property of Multiplication (e) Commutative Property of Addition (f) Commutative Property of Multiplication (g) Distributive Property of Mult over Addn (h) Multiplicative Identity (i) Multiplicative Inverse 11. __________ 17. 4 3 = 3 4 __________ 12. __________ 18. 4x 1 = 4x __________ 13. __________ 19. __________ 14. __________ 20. __________ 15. __________ 21. __________ 16. __________ 22. __________ 23. Use the Commutative Property of Multiplication to rewrite the given expression. 4 5 6= ______________________________ 24. Use the Distributive Property of Multiplication over Addition. 8x - 24= _______________________________ 25. Is a solution to the equation Show work and explain in words.
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