Simplify (2v^2-3v^2)-(-4v^2-9v+3)+(9v^2-8v+6)

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(2v2-3v2)-(-4v2-9v+3)+(9v2-8v+6)
Remove parentheses.
(2v2-3v2)-(-4v2-9v+3)+9v2-8v+6
Simplify each term.
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Apply the distributive property.
2v2-3v2-(-4v2)-(-9v)-1⋅3+9v2-8v+6
Simplify.
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Multiply -4 by -1.
2v2-3v2+4v2-(-9v)-1⋅3+9v2-8v+6
Multiply -9 by -1.
2v2-3v2+4v2+9v-1⋅3+9v2-8v+6
Multiply -1 by 3.
2v2-3v2+4v2+9v-3+9v2-8v+6
2v2-3v2+4v2+9v-3+9v2-8v+6
2v2-3v2+4v2+9v-3+9v2-8v+6
Simplify by adding terms.
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Subtract 3v2 from 2v2.
-v2+4v2+9v-3+9v2-8v+6
Add -v2 and 4v2.
3v2+9v-3+9v2-8v+6
Add 3v2 and 9v2.
12v2+9v-3-8v+6
Subtract 8v from 9v.
12v2+v-3+6
Add -3 and 6.
12v2+v+3
12v2+v+3
Simplify (2v^2-3v^2)-(-4v^2-9v+3)+(9v^2-8v+6)

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