Expand natural log of 4/3

$\ln (\frac{4}{3})$

Rewrite $\ln (\frac{4}{3})$ as $\ln (4) - \ln (3)$ .

$\ln (4) - \ln (3)$

Simplify each term.

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Rewrite $\ln (4)$ as $\ln (2^{2})$ .

$\ln (2^{2}) - \ln (3)$

Expand $\ln (2^{2})$ by moving $2$ outside the logarithm.

$2 \ln (2) - \ln (3)$

Expand natural log of 4/3

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