How do you rewrite $log_11 1331 = 3$ in exponential form?

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Answer 1 · 2018-06-27T15:54:14

As proved.

$log_(11) 1331 = log_(11) (11*11*11)$

$=> log_(11) (11)^3$

$=> 3 log_(11) 11$

$=> 3 = R H S$ as $log_(11) (11) = 1$

How do you rewrite log_11 1331 = 3log_11 1331 = 3 in exponential form?