Question

Complete the following stepped-out solution to show that −7+[(8⋅m)⋅1/8]+7 is equivalent to m .%C2%A0(2 points) −7+%C2%A0%C2%A0+[(8⋅m)⋅1/8] Commutative Property of Addition +[(8⋅m)⋅1/8] Inverse Property of Addition (8⋅m)⋅1/8 Identity Property of Addition (8⋅)⋅%C2%A0m Associative Property of Multiplication (%C2%A0)⋅m%C2%A0 Inverse Property of Multiplication m Identity Property of Multiplication

Answer 1

Apply the Associative Property of Multiplication:
= (8⋅__)⋅m
Apply the Inverse Property of Multiplication:
= (__)⋅m
Apply the Identity Property of Multiplication:
= m

Therefore, −7+[(8⋅m)⋅1/8]+7 is equivalent to m.

Answer 2

Apply the Associative Property of Multiplication:
= (8⋅__)⋅m

Answer 3

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Apply the Associative Property of Multiplication:
= (8⋅__)⋅m