Simplify (9n^3-7n-5+4n^2)-(5n^3+4n^2+7n-5)

Math
(9n3-7n-5+4n2)-(5n3+4n2+7n-5)
Simplify each term.
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Apply the distributive property.
9n3-7n-5+4n2-(5n3)-(4n2)-(7n)–5
Simplify.
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Multiply 5 by -1.
9n3-7n-5+4n2-5n3-(4n2)-(7n)–5
Multiply 4 by -1.
9n3-7n-5+4n2-5n3-4n2-(7n)–5
Multiply 7 by -1.
9n3-7n-5+4n2-5n3-4n2-7n–5
Multiply -1 by -5.
9n3-7n-5+4n2-5n3-4n2-7n+5
9n3-7n-5+4n2-5n3-4n2-7n+5
9n3-7n-5+4n2-5n3-4n2-7n+5
Simplify by adding terms.
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Combine the opposite terms in 9n3-7n-5+4n2-5n3-4n2-7n+5.
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Subtract 4n2 from 4n2.
9n3-7n-5-5n3+0-7n+5
Add 9n3-7n-5-5n3 and 0.
9n3-7n-5-5n3-7n+5
Add -5 and 5.
9n3-7n-5n3-7n+0
Add 9n3-7n-5n3-7n and 0.
9n3-7n-5n3-7n
9n3-7n-5n3-7n
Subtract 5n3 from 9n3.
4n3-7n-7n
Subtract 7n from -7n.
4n3-14n
4n3-14n
Simplify (9n^3-7n-5+4n^2)-(5n^3+4n^2+7n-5)

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