Answer
$\log_{6} 5+\log_{6}y-2\log_{6} z$
Work Step by Step
Step 1: $\log_{6} \frac{5y}{z^{2}}$
Step 2: $\log_{6} 5y-\log_{6} z^{2}$
Step 3: $\log_{6} 5+\log_{6}y-\log_{6} z^{2}$
Step 4: $\log_{6} 5+\log_{6}y-2\log_{6} z$
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