Question

which point was translated 2 units down from the point at (-4, 4)?

Explanation:

Step1: Recall translation rule

Translating a point \((x,y)\) 2 units down means subtracting 2 from the \(y\)-coordinate, so the new point is \((x, y - 2)\).

Step2: Apply to given point

The original point is \((-4, 4)\). After translating 2 units down, the \(y\)-coordinate becomes \(4-2 = 2\), so the new point is \((-4, 2)\).

Step3: Identify the point

Looking at the graph, point \(A\) has coordinates \((-4, 2)\) (assuming the grid and labels match, as the red point at \((-4,4)\) and blue point \(A\) at \((-4,2)\) shows the 2 - unit down translation).

Answer:

A (assuming point \(A\) is the one with coordinates \((-4, 2)\) from the translation of \((-4, 4)\) 2 units down)