Simplify -(-2+h)^3

Math
-(-2+h)3
Use the Binomial Theorem.
-((-2)3+3(-2)2h+3⋅-2h2+h3)
Simplify terms.
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Simplify each term.
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Raise -2 to the power of 3.
-(-8+3(-2)2h+3⋅-2h2+h3)
Raise -2 to the power of 2.
-(-8+3⋅4h+3⋅-2h2+h3)
Multiply 3 by 4.
-(-8+12h+3⋅-2h2+h3)
Multiply 3 by -2.
-(-8+12h-6h2+h3)
-(-8+12h-6h2+h3)
Apply the distributive property.
–8-(12h)-(-6h2)-h3
–8-(12h)-(-6h2)-h3
Simplify.
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Multiply -1 by -8.
8-(12h)-(-6h2)-h3
Multiply 12 by -1.
8-12h-(-6h2)-h3
Multiply -6 by -1.
8-12h+6h2-h3
8-12h+6h2-h3
Simplify -(-2+h)^3

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