Question

rewrite the equation into logarithmic form:
$6^2 = 36$
$log_6 36 = 2$
$6^{36} = 2$
$ln 36 = 2$
$log_6 2 = 36$

Explanation:

Step1: Recall exponent-logarithm relationship

For $b^y = x$, logarithmic form is $\log_b x = y$

Step2: Match values to the formula

Here $b=6$, $y=2$, $x=36$. Substitute into $\log_b x = y$.

Answer:

A. $\log_6 36 = 2$