Question: 12. ( 5x + 1 ) - ( 2x - 6) = 7 11. 6x + 1 - 3x - 10 = - 63 Match

 12. ( 5x + 1 ) - ( 2x - 6)

12. ( 5x + 1 ) - ( 2x - 6) = 7 11. 6x + 1 - 3x - 10 = - 63 Match each equation with the property it illustrates. Properties may be used more than once! 13) 6 + (10 + 8) = (6 +10) + 8 14) 6 + 10 = 10 + 6 A) Additive Identity. 15) -10 + 0 = -10 B) Additive Inverse 16) 10 5 5 = 1 C) Associative Property 10 17) 7(x - 13) = 7x - 91 D) Commutative Property 18) 0 + 16 = 16 E) Distributive Property 19) 20 + (-20) = 0 F) Multiplicative Identity 20) 3(2) = 2(3) G) Multiplicative Inverse 21) 5(6 . 3) = (5 . 6)3 Using order of operations, evaluate: 3[4 - 8 + 42(2 + 5) 1

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