Answer
The graphs are reflections of each other in regard to the line $y=x.$
Work Step by Step
The inverse of a one-to-one function $f$ is the one-to-one function $f^{-1}$ that
consists of the set of all ordered pairs $(y,x)$ where $(x,y)$ belongs to $f$ .
(y,x) is the mirror image (reflection) of (x,y) over the line y=x.
The graphs are reflections of each other in regard to the line $y=x.$
