# Factor out the greatest common factor from each polynomial. 4k^{2}m^{3}+8k^{4}m^{3}-12k^{2}m^{4}

Factor out the greatest common factor from each polynomial.
$4{k}^{2}{m}^{3}+8{k}^{4}{m}^{3}-12{k}^{2}{m}^{4}$
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Piosellisf
Step 1
We need to find out the greatest common factor of the above equation.
Step 2
$4{k}^{2}{m}^{3}+8{k}^{4}{m}^{3}-12{k}^{2}{m}^{4}$
we need to factor out greatest common factor.
$4{k}^{2}{m}^{3}\left[1+2k-3m\right]$
$\therefore$ greatest common factor is $4{k}^{2}{m}^{3}$

yotaniwc
Step 1
The GCF of the three terms is $4{k}^{2}{m}^{3}$. Factor out the common factor.
$4{k}^{2}{m}^{3}\left(1+2{k}^{2}-3m\right)$
Result:
$4{k}^{2}{m}^{3}\left(1+2{k}^{2}-3m\right)$