Question

write the equation in exponential form.
\\(\log_{b} 66 = y\\)
\\(\log_{b} 66 = y\\) written in exponential form is \\(\square\\).

Explanation:

Step1: Recall log to exponential rule

The definition of a logarithm states that if $\log_{b}x = y$, then $b^{y}=x$.

Step2: Apply the rule to given log

Given $\log_{b}66 = y$, using the rule $b^{y}=66$.

Answer:

$b^{y}=66$