Express the following in terms of $u$ and $v$, where $u=\ln x$ and $v=\ln y$. For example, $\ln x=3(\ln x)=3 u$.
-$\ln \left(\frac{y^{7}}{x^{13}}\right)$
A) $7 u-13 v$
B) $\frac{v^{7}}{u^{13}}$
C) $\frac{7 v}{13 u}$
D) $7 v-13 u$

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The Answer of Express the following in terms of $u$ and $v$, where $u=\ln x$ and $v=\ln y$. For example, $\ln x=3(\ln x)=3 u$.
-$\ln \left(\frac{y^{7}}{x^{13}}\right)$
A) $7 u-13 v$
B) $\frac{v^{7}}{u^{13}}$
C) $\frac{7 v}{13 u}$
D) $7 v-13 u$

Express the Following in Terms Of uuu And vvv , Where u=ln⁡xu=\ln xu=lnx

Express the Following in Terms Of $u$ And $v$ , Where $u=\ln x$