What is 64/125*p^3-8-96/25*p^2+48/5*p ?

The solution to 64/125*p^3-8-96/25*p^2+48/5*p is (64p^3}{125}-(96p^2)/(25)+\frac{48p)/5-8

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simplify 64/125p^3-8-96/25p^2+48/5*p

simplify

\frac{64}{125} \cdot p^{3} - 8 - \frac{96}{25} \cdot p^{2} + \frac{48}{5} \cdot p

\frac{64 p ^{3}}{125} - \frac{96 p ^{2}}{25} + \frac{48 p}{5} - 8

Solution steps

\frac{64}{125} p^{3} - 8 - \frac{96}{25} p^{2} + \frac{48}{5} p

Multiply

\frac{64}{125} p^{3} : \frac{64 p ^{3}}{125}

= \frac{64 p ^{3}}{125} - 8 - \frac{96}{25} p^{2} + \frac{48}{5} p

Multiply

\frac{96}{25} p^{2} : \frac{96 p ^{2}}{25}

= \frac{64 p ^{3}}{125} - 8 - \frac{96 p ^{2}}{25} + \frac{48}{5} p

Multiply

\frac{48}{5} p : \frac{48 p}{5}

= \frac{64 p ^{3}}{125} - 8 - \frac{96 p ^{2}}{25} + \frac{48 p}{5}

Rewrite in standard form

= \frac{64 p ^{3}}{125} - \frac{96 p ^{2}}{25} + \frac{48 p}{5} - 8

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What is 64/125*p^3-8-96/25*p^2+48/5*p ?
The solution to 64/125*p^3-8-96/25*p^2+48/5*p is (64p^3}{125}-(96p^2)/(25)+\frac{48p)/5-8