A technician is graphing the relationship between two variables modeled by the function $y = \log_5 x$. To find the coordinate points for the graph, which of the following is the correct exponential form they should use?

A logistics analyst is using the function $y = \log_5 x$ to model the growth of storage requirements in a new distribution center. To visualize this growth, they need to plot the function on a coordinate plane. Arrange the following steps in the correct order to graph this function using the exponential conversion method.

A network technician is graphing the relationship between signal strength and distance using the function $y = \log_5 x$. To accurately find coordinate points for the graph, the technician should convert the equation to the equivalent exponential form ${}5^x = y$.

Generating Coordinates for the Graph of $y = \log_5 x$

A technician is calibrating a measurement device that follows the logarithmic model $y = \log_5 x$. To ensure the accuracy of the graph representing this relationship, match each part of the graphing process with its correct algebraic description or characteristic.