Final answer:
The coordinates of point G on the square, assuming it is at the upper right corner, would be (7, 7) since the sides of the square are parallel to the axes and are 7 units long.
Step-by-step explanation:
To find the coordinates of point G on the square, we must first understand that the square is positioned in a Cartesian coordinate system where each side is parallel to either the x-axis or the y-axis. Since the sides of the square are 7 units long, we can determine that the points on the square will be 7 units apart horizontally and vertically.
Let's assume point G is at the upper right corner of the square. Given that one corner of the square is at the origin (0,0), to reach point G, we would move 7 units to the right (positive x direction) and 7 units up (positive y direction). Therefore, the coordinates of point G would be (7, 7).
If point G is not at the upper right but at another corner, its coordinates would similarly reflect its position relative to the origin, with either the x or y coordinate being negative if the square extends into the negative regions of the respective axis.