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How can the polynomial 6d^4 + 9d^3 – 12d^2 be factored?
a.) 3d^2(2d^2 + 3d – 4)
b.) 3d^2(3d^2 + 6d – 9)
c.) 3d(d3 + 3d^2 – 4)
d.) 6d^2(d^2 + 3d^3 – 6)
 one year ago
 one year ago
How can the polynomial 6d^4 + 9d^3 – 12d^2 be factored? a.) 3d^2(2d^2 + 3d – 4) b.) 3d^2(3d^2 + 6d – 9) c.) 3d(d3 + 3d^2 – 4) d.) 6d^2(d^2 + 3d^3 – 6)
 one year ago
 one year ago

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mramirez686Best ResponseYou've already chosen the best response.0
Well, you want the common factor outside of the parenthesis which is 3d
 one year ago

jamesHayekBest ResponseYou've already chosen the best response.0
Think of what you can pull out, all terms have a d^(2) and a 3 in common right?
 one year ago

mramirez686Best ResponseYou've already chosen the best response.0
When you multiply polynomials, you add them together. So... 3d^2(2d^2) becomes 6d^2+2, which is 6d^4
 one year ago
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