Write the Expression as the Logarithm of a Single Number $6 \log w+7 \log z-\log (x-5)$

Multiple Choice

Write the expression as the logarithm of a single number or expression with a coefficient of 1. Assume all variables represent positive numbers.
- $6 \log w+7 \log z-\log (x-5)$

A) $\log \frac{w^{7} \cdot z^{6}}{(x-5) }$
B) $\log \frac{w^{6} \cdot(x-5) }{z^{7}}$
C) $\log \frac{(x-5) }{{ }^{6} 6 \cdot z^{7}}$
D) $\log \frac{w^{6} \cdot z^{7}}{(x-5) }$