Simplify (2w^2+w+4)-2w^2+4w-8(-6w^2-5w+6)

Math
(2w2+w+4)-2w2+4w-8(-6w2-5w+6)
Combine the opposite terms in (2w2+w+4)-2w2+4w-8(-6w2-5w+6).
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Subtract 2w2 from 2w2.
w+4+0+4w-8(-6w2-5w+6)
Add w+4 and 0.
w+4+4w-8(-6w2-5w+6)
w+4+4w-8(-6w2-5w+6)
Simplify each term.
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Apply the distributive property.
w+4+4w-8(-6w2)-8(-5w)-8⋅6
Simplify.
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Multiply -6 by -8.
w+4+4w+48w2-8(-5w)-8⋅6
Multiply -5 by -8.
w+4+4w+48w2+40w-8⋅6
Multiply -8 by 6.
w+4+4w+48w2+40w-48
w+4+4w+48w2+40w-48
w+4+4w+48w2+40w-48
Simplify by adding terms.
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Add w and 4w.
5w+4+48w2+40w-48
Add 5w and 40w.
45w+4+48w2-48
Simplify the expression.
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Subtract 48 from 4.
45w+48w2-44
Reorder 45w and 48w2.
48w2+45w-44
48w2+45w-44
48w2+45w-44
Simplify (2w^2+w+4)-2w^2+4w-8(-6w^2-5w+6)

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