Find A' and B' if A (6,-2) and B (3,-7) is reflected over the x-axis

Answer 1

When a point is reflected over the x-axis, the y-coordinate of the point becomes the opposite of its original value.

For point A (6, -2), reflecting over the x-axis will change the y-coordinate from -2 to 2. Therefore, A' is (6, 2).

Similarly, for point B (3, -7), reflecting over the x-axis will change the y-coordinate from -7 to 7. Therefore, B' is (3, 7).