How do you calculate ${log}_{4} (93)$ $log_4 (93)$ ?

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Answer 1 · 2016-04-16T17:00:35

Extending Miro's solution method

$4^{x} = 93$ $4^x=93$

Write as : $x ln (4) = ln (93)$ $" "xln(4)=ln(93)$

$\Rightarrow x = \frac{ln (93)}{ln (4)} = 3.27$ $=> x= ln(93)/ln(4) =3.27$ to 2 decimal places

How do you calculate log_4 (93)log4(93)log_4 (93)?