QuestionGiven: $$y=\log _{5} x$$ a. Rewrite to exponential form. $\square$ b. Which of the following graphs represents the equation

Studdy Solution
Apply this relationship to the given equation $y = \log_5 x$.
$$\log_5 x = y \Rightarrow 5^y = x$$
This is the exponential form of the given logarithmic equation.
Solution to part a:
$$5^y = x$$
For part b, without the actual graphs to evaluate, we cannot determine which graph represents the equation. However, we know that the graph of $y = \log_5 x$ is the inverse of the exponential function $y = 5^x$. It will pass through the point $(1,0)$ and increase slowly for $x > 1$.