Question

change to exponential form: $log_{6}36 = 2$
$2^{6}=36$
$6^{2}=36$
$36^{2}=6$
$36^{6}=2$

Explanation:

Step1: Recall log-exponential conversion rule

For $\log_b a = c$, exponential form is $b^c = a$

Step2: Match values to the rule

Here, $b=6$, $a=36$, $c=2$. Substitute into $b^c = a$.

Answer:

B. $6^2=36$