Factor
\frac{p\left(20p^{2}-51\right)}{10}
Evaluate
2p^{3}-\frac{51p}{10}
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\frac{20p^{3}-51p}{10}
Factor out \frac{1}{10}.
p\left(20p^{2}-51\right)
Consider 20p^{3}-51p. Factor out p.
\frac{p\left(20p^{2}-51\right)}{10}
Rewrite the complete factored expression. Polynomial 20p^{2}-51 is not factored since it does not have any rational roots.
2p^{3}-\frac{51}{10}p
Divide 102p by 20 to get \frac{51}{10}p.
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