How do you evaluate ${log}_{3} 4$ $Log_3 4$ ?

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How do you evaluate ${log}_{3} 4$ $Log_3 4$ ?

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Answer 1 · 2016-03-22T17:39:23

${log}_{3} 4 \approx 1.262$ $log_3 4~~1.262$

Explanation:

${log}_{3} 4$ $log_3 4$
$= \frac{log 4}{log 3}$ $=log 4/log 3$ -> use change of base property ${log}_{b} x = \frac{log x}{log b}$ $log_bx=logx/logb$
$\approx 1.262$ $~~1.262$

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How do you evaluate ${log}_{3} 4$ $Log_3 4$ ?

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