Multiply (3y-3g)(3y+3g)

Math
(3y-3g)(3y+3g)
Expand (3y-3g)(3y+3g) using the FOIL Method.
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Apply the distributive property.
3y(3y+3g)-3g(3y+3g)
Apply the distributive property.
3y(3y)+3y(3g)-3g(3y+3g)
Apply the distributive property.
3y(3y)+3y(3g)-3g(3y)-3g(3g)
3y(3y)+3y(3g)-3g(3y)-3g(3g)
Simplify terms.
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Combine the opposite terms in 3y(3y)+3y(3g)-3g(3y)-3g(3g).
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Reorder the factors in the terms 3y(3g) and -3g(3y).
3y(3y)+3⋅3gy-3⋅3gy-3g(3g)
Subtract 3⋅3gy from 3⋅3gy.
3y(3y)+0-3g(3g)
Add 3y(3y) and 0.
3y(3y)-3g(3g)
3y(3y)-3g(3g)
Simplify each term.
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Multiply y by y.
3⋅3y2-3g(3g)
Multiply 3 by 3.
9y2-3g(3g)
Multiply g by g.
9y2-3⋅3g2
Multiply -3 by 3.
9y2-9g2
9y2-9g2
9y2-9g2
Multiply (3y-3g)(3y+3g)

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