Question

describe the translation in g(x)=(x - 7) as it relates to the graph of the parent function. g(x) is a translation of the parent function 7 units select choice

Explanation:

Step1: Recall function - translation rule

For a linear function $y = f(x - h)$, it is a horizontal translation of the parent - function $y = f(x)$. When $h>0$, the graph is shifted to the right by $h$ units.
In the function $g(x)=(x - 7)$, comparing it with the general form $y = f(x - h)$ where $f(x)=x$ (the parent linear function) and $h = 7$.

Answer:

right