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

Jun 27, 2018

As proved.

#### Explanation:

${\log}_{11} 1331 = {\log}_{11} \left(11 \cdot 11 \cdot 11\right)$

$\implies {\log}_{11} {\left(11\right)}^{3}$

$\implies 3 {\log}_{11} 11$

$\implies 3 = R H S$ as ${\log}_{11} \left(11\right) = 1$