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Factor out the greatest common factor. 3x + 27x2 A. 3x(x + 9x) B. 3x(x + 9x2) C. 3x(9x) D. 3x(1 + 9x)
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GFC is greatest common factor. What's largest number that divides evenly into 3x and 27x^2? And what's the highest degree of x that can evenly divide into it as well?
@200205650
Divide the whole equation by 3x.\[3x+27x^2\]\[\frac{ 3x }{ 3x }+\frac{ 27x^2 }{ 3x }\]
What do you get?
i'm thinking B or D
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mostly D
@200205650
Wait did you divide by 3x?
i think yea
Oh wait never mind. One of those is right!
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DDDDDDDDD
Yay you got it! :)
yeahhh
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