Write $\log_2 (x^3)$ another way.
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Write $\ln (2^a)$ another way.
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Write $\log_x (y^2)$ another way.
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Write $\log_5 (m^{n+1})$ another way.
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Write $3\log_2 x$ another way.
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Write $a\ln 2$ another way.
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Write $2\log_x y$ another way.
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Write $(n+1)\log_5 m$ another way.
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Write $\log_{10}(5y)$ another way.
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$\log_{10} 5 + \log_{10} y$
Write $\log_{b}(3(x-1))$ another way.
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$\log_{b} 3 + \log_{b} (x-1)$
Write $\ln(10x)$ another way.
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Write $\log_{10} 5 + \log_{10} y$ another way.
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Write $\log_{b} 3 + \log_{b} (x-1)$ another way.
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Write $\ln 10 + \ln x$ another way.
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Write $\log_{10} \dfrac{x+y}{2}$ another way.
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$\log_{10} (x+y) - \log_{10} 2$
Write $\ln \dfrac{2}{m^2 + 1}$ another way.
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Write $\log_2 \dfrac{pq+2}{3}$ another way.
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$\log_2 (pq+2) - \log_2 3$
Write $\log_b \dfrac{4}{a}$ another way.
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Write $\log_{10} (x+y) - \log_{10} 2$ another way.
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$\log_{10} \dfrac{x+y}{2}$
Write $\ln 2 - \ln (m^2+1)$ another way.
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Write $\log_2 (pq+2) - \log_2 3$ another way.
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Write $\log_b 4 - \log_b a$ another way.
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