Question

g( , )
h( , )
o( , )
p( , )

Explanation:

Step1: Determine coordinates of G

To find the coordinates of point \( G \), we look at its position on the grid. The x - coordinate (horizontal) is - 5 (since it is 5 units to the left of the origin) and the y - coordinate (vertical) is 0 (since it lies on the x - axis). So \( G(-5,0) \).

Step2: Determine coordinates of H

For point \( H \), the x - coordinate is 0 (it lies on the y - axis) and the y - coordinate is 3 (it is 3 units above the origin). So \( H(0,3) \).

Step3: Determine coordinates of O

Looking at point \( O \), it is at the origin? Wait, no, from the lower grid, point \( O \) seems to be at (0, - 3)? Wait, no, let's re - examine. Wait, the lower grid: the origin is (0,0). Point \( O \) is at (0, - 3)? Wait, no, looking at the grid lines, the y - axis: the bottom part, point \( O \) is at (0, - 3)? Wait, maybe I made a mistake. Wait, the lower grid: the x - axis is horizontal, y - axis vertical. Point \( O \): x = 0, y=-3? Wait, no, let's check the position. Wait, the lower grid has point \( O \) at (0, - 3)? Wait, maybe not. Wait, the original problem: let's re - check. Wait, the first grid: \( G \) is at (-5,0), \( H \) at (0,3). The second grid: point \( O \) is at (0, - 3)? Wait, no, looking at the lower grid, the point \( O \) is at (0, - 3)? Wait, maybe the user's image: let's assume that in the lower grid, point \( O \) is at (0, - 3) and point \( P \) is at (3,1). Wait, let's re - do:

For point \( O \): on the lower grid, x = 0, y=-3 (since it's on the y - axis, 3 units below the origin). For point \( P \): x = 3, y = 1 (3 units to the right on x - axis, 1 unit up on y - axis).

Wait, maybe I misread. Let's correct:

Step3: Determine coordinates of O (lower grid)

The x - coordinate of \( O \) is 0 (lies on y - axis), y - coordinate: looking at the grid, it's at (0, - 3) (3 units below origin). So \( O(0,-3) \).

Step4: Determine coordinates of P (lower grid)

x - coordinate: 3 (3 units right of origin), y - coordinate: 1 (1 unit above x - axis). So \( P(3,1) \).

Answer:

\( G(-5,0) \), \( H(0,3) \), \( O(0,-3) \), \( P(3,1) \)