Evaluate
2m\left(m^{2}+10\right)
Factor
2m\left(m^{2}+10\right)
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2m^{3}+8m+12m
Combine 6m^{3} and -4m^{3} to get 2m^{3}.
2m^{3}+20m
Combine 8m and 12m to get 20m.
2\left(3m^{3}+4m-2m^{3}+6m\right)
Factor out 2.
m\left(m^{2}+10\right)
Consider 3m^{3}+4m-2m^{3}+6m. Factor out m.
2m\left(m^{2}+10\right)
Rewrite the complete factored expression. Polynomial m^{2}+10 is not factored since it does not have any rational roots.
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