What is 121/144*x^8*y^6-4/25*z^{14} ?

The solution to 121/144*x^8*y^6-4/25*z^{14} is (121x^8y^6)/(144)-(4z^{14})/(25)

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simplify 121/144x^8y^6-4/25*z^{14}

simplify

\frac{121}{144} \cdot x^{8} \cdot y^{6} - \frac{4}{25} \cdot z^{14}

\frac{121 x ^{8} y ^{6}}{144} - \frac{4 z ^{14}}{25}

Solution steps

\frac{121}{144} x^{8} y^{6} - \frac{4}{25} z^{14}

Multiply

\frac{121}{144} x^{8} y^{6} : \frac{121 x ^{8} y ^{6}}{144}

= \frac{121 x ^{8} y ^{6}}{144} - \frac{4}{25} z^{14}

Multiply

\frac{4}{25} z^{14} : \frac{4 z ^{14}}{25}

= \frac{121 x ^{8} y ^{6}}{144} - \frac{4 z ^{14}}{25}

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What is 121/144*x^8*y^6-4/25*z^{14} ?
The solution to 121/144*x^8*y^6-4/25*z^{14} is (121x^8y^6)/(144)-(4z^{14})/(25)