The problem states that we have a square with sides of length 7 units. The sides of the square are parallel to the axes. The coordinates of point E are (1, 5). We need to find the coordinates of point G.

1. Problem Description

The problem states that we have a square with sides of length 7 units. The sides of the square are parallel to the axes. The coordinates of point E are (1, 5). We need to find the coordinates of point G.

2. Solution Steps

Since the sides of the square are parallel to the axes, the x-coordinate of point G can be found by adding the side length of the square to the x-coordinate of point E.

Similarly, the y-coordinate of point G can be found by subtracting the side length of the square from the y-coordinate of point E.

The coordinates of point E are (1, 5). The side length is

7. The x-coordinate of G is $1 + 7 = 8$.

The y-coordinate of G is $5 - 7 = -2$.

Therefore, the coordinates of point G are (8, -2).

3. Final Answer

(8, -2)