To determine the new location of the point (1, 1) after a horizontal translation, we need to know the direction and amount of the translation.
Since it sounds like we are given a horizontal translation that moves the graph to the right, we would typically express this as \( f(x - h) \), where \(h\) is the amount of translation. If we assume the translation is 2 units to the right, the new function would be \(f(x - 2)\).
Thus, the original point (1, 1) would move to:
- New x-coordinate: \(1 + 2 = 3\)
- y-coordinate: Stays the same, so it remains 1.
So after the translation, the point (1, 1) shifts to (3, 1).
Putting this all together, the correct response would be: The point is located at (3, 1), and the translated function is \(y = f(x - 2)\).