Evaluate ((-8)^2)÷8-12* cube root of 8

Math
(-8)2÷8-12⋅83
Simplify each term.
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Rewrite the division as a fraction.
(-8)28-12⋅83
Cancel the common factor of (-8)2 and 8.
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Rewrite -8 as -1(8).
(-1(8))28-12⋅83
Apply the product rule to -1(8).
(-1)2⋅828-12⋅83
Raise -1 to the power of 2.
1⋅828-12⋅83
Multiply 82 by 1.
828-12⋅83
Factor 8 out of 82.
8⋅88-12⋅83
Cancel the common factors.
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Factor 8 out of 8.
8⋅88(1)-12⋅83
Cancel the common factor.
8⋅88⋅1-12⋅83
Rewrite the expression.
81-12⋅83
Divide 8 by 1.
8-12⋅83
8-12⋅83
8-12⋅83
Rewrite 8 as 23.
8-12⋅233
Pull terms out from under the radical, assuming real numbers.
8-12⋅2
Multiply -12 by 2.
8-24
8-24
Subtract 24 from 8.
-16
Evaluate ((-8)^2)÷8-12* cube root of 8

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