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(14u^(-9))/(7u^(8))=

$10$ . $\frac{14 u^{-9}}{7 u^{8}}=$

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Evaluate rational exponents

Full solution

Q.

10

.

\frac{14 u^{-9}}{7 u^{8}}=

Identify Equation: Identify the equation and start simplifying by dividing the coefficients. $14$ divided by $7$ equals $2$ .
Simplify Coefficients: Now, simplify the powers of $u$ using the rule $u^m / u^n = u^{(m-n)}$ . $\newline$ Subtract the exponents: $-9 - 8$ equals $-17$ .
Simplify Powers of u: Combine the coefficient and the simplified power of u. $2 \cdot u^{-17}$ is the simplified form.

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