Chapter 1, Problem 41RE

Suppose that the graph of $y=\log x$ is drawn with equal scales of $1$ inch per unit in both the $x\text{-}$ and $y\text{-directions}\text{.}$ If a bug wants to walk along the graph until it reaches a height of $5\text{ ft}$ above the $x\text{-axis}$ , how many miles to the right of the origin will it have to travel?