Answer:
- f(x) = |x -7|
- f(x) = |x -23|
Step-by-step explanation:
The absolute value function graph is shifted to the right by some unknown amount. That is, the parent function p(x) = |x| has become f(x) = p(x-a) = |x-a|, a right-shift of "a" units.
The grid squares are not marked, so we cannot say exactly what the right-shift is. The only two answer choices having the correct form are ...
f(x) = |x-7|
f(x) = |x -23|
_____
Anything that looks like |x+a| will be left-shifted by "a" units.
Anything that looks like |x| +a will be shifted up by "a" units. If "a" is negative, the actual shift is downward.
