Question

what are the coordinates of the original point, g after it has been reflected over the x axis? (select , select )

Explanation:

Step1: Identify original coordinates

Assume the original point G has coordinates $(x,y)$.

Step2: Apply reflection rule

When a point $(x,y)$ is reflected over the x - axis, the x - coordinate remains the same and the y - coordinate changes sign. So the new coordinates are $(x, - y)$.

Answer:

Let's assume the original coordinates of point G are $(a,b)$. After reflection over the x - axis, the coordinates are $(a, - b)$. Since the original coordinates of G from the grid seem to be $(-3,2)$ (assuming each square is 1 unit), after reflection over the x - axis, the coordinates are $(-3,-2)$.