Question

what does the transformation $f(x) \mapsto f(x - 10)$ do to the graph of $f(x)$? translates it 10 units up translates it 10 units down translates it 10 units left translates it 10 units right

Explanation:

For function transformations, the form $f(x - h)$ shifts the graph of $f(x)$ horizontally. When $h>0$, the shift is $h$ units to the right. Here, $h=10$, so the graph moves 10 units right.

Answer:

translates it 10 units right