Complete the following stepped-out solution to show that −7+[(8⋅m)⋅1/8]+7 is equivalent to m.
−7+__+[(8⋅m)⋅1/8] - Commutative Property of Addition
__+[(8⋅m)⋅1/8] - Inverse Property of Addition
(8⋅m)⋅18 - Identity Property of Addition
(8⋅__)⋅ m - Associative Property of Multiplication
(__)⋅m - Inverse Property of Multiplication
m - Identity Property of Multiplication
−7+__+[(8⋅m)⋅1/8] - Commutative Property of Addition
__−7+[(8⋅m)⋅1/8] - Inverse Property of Addition
7−7+[(8⋅m)⋅1/8] - Commutative Property of Addition
0+[(8⋅m)⋅1/8] - Identity Property of Addition
[(8⋅m)⋅1/8] - Identity Property of Addition
(8⋅1/8)⋅m - Associative Property of Multiplication
1⋅m - Simplification
m - Identity Property of Multiplication