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Expand the logarithm fully using the properties of logs. Express the final answer in terms of $\log x$. $$\log 3 x^{5}$$
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Studdy Solution
Combine the results from the previous steps to express the entire logarithm in terms of $\log x$.
$$\log 3 x^{5} = \log 3 + 5 \log x$$
This is the fully expanded form of the logarithm in terms of $\log x$.