NAMe THAT PrOPerTY Directions Match the statements with the

NAMe THAT PrOPerTY Directions: Match the statements with the properties of equality. Properties will be used more than once. 1 If k = 3, then 3 = k A. Addition Property of Equality B. Subtraction Property of Equality C. Multiplication Property of Equality D. Division Property of Equality E. Distributive Property F. Substitution Property G. Reflexive Property H. Symmetric Property I. Transitive Property If 2x = 14, then x = 7 4 If-5-1-=-11, then-5x =-10 . If 10a-2b and 2b = c, then 10a 6-7(x-4)=-7x + 28 7. If 6y 24, then 6y-3 24-3 9, If 10x + w 1 e 41 and w 1, then 10x + 1-41 If =-10, then y=-20 P. If 3x = 2y and 2y z, then 3.. z If7m-35, then 7m + 4 35 +4 . lf-2x = 18, then 18-2c 15. Given 3x2 + 1, if x = 5, then 3(5)2 + 1 2 Ifm=-2, then 8m--16 16 5x+8x=x(5 + 8)

Solution

1) H (Symmetric)

2) D (Division)

3) G (Reflexive)

4) A (Addition)

5) I (Transitive)

6) C (Multiplication)

7) B (Subtraction)

8) F (Substitution)

9) C (Multiplication)

10) I (Transitive)

11) A (Addition)

12) H (Symmetric)

13) F (Substitution)

14) F (Substitution)

15) G (Reflexive)

16) E (Distributive)