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What is the best way to mix these notations?

I saw the following textbook equation, which is obviously wrong. What’s the best way to mix them?
$\log{(n \times 1/10^3)} + \log{(1/\ln{(10)}^n)} + \log{(n \times 1/10^3)}$

A:

The equation is correct, and the reason it’s wrong is because $\log$ is the natural logarithm, which unlike $\log_b$ is strictly increasing when the base increases. The first and third terms have no connection to $\log$, while the second does. We could write
$$
\log(n \times 1/10^3) + \log(1/\ln(10)^n) + \log(n \times 1/10^3),
$$
or
$$
\log(1) + \log(n \times 1/10
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