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Please someone tell me what I did wrong, or if I have something left Factoring
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\[36v^3-12v^2+48v-168\] \[12(3v^3-v^2+4v-14)\]
Is 12 the GCF ?
you are correct so far - taking out THE GCF 12
So then it would be \[(12) v^2(3v-1)+2(2v-7)\]
12[ v^2(3v - 1) + 2(2v - 7)]
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the 12 multiplies all that's in the square brackets
I cant see any way to factor the cubic polynomial ..
what I mean is there is no factors of the form (x + a)(x + b)( x + c) where a,b and c are integers
So it is not factorable?
@cwrw238
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