Question

write your answer as an integer or decimal to the nearest 0.5. (\boxed{\quad}, \boxed{\quad})

Explanation:

Step1: Identify the x - coordinate

For a point on the coordinate plane, the x - coordinate is the horizontal distance from the y - axis. Looking at the point (assuming we are finding the coordinates of one of the points, let's assume we are finding the coordinates of point Q first as an example, but since the question is a bit unclear, but from the grid, point Q is at x = 1 (since it is 1 unit to the right of the y - axis) and y = 1.5? Wait, no, the grid lines: each grid square is 1 unit. Wait, the blue point Q: x - coordinate is 1 (since it is on the vertical line x = 1) and y - coordinate is 1.5? Wait, no, the y - axis has 0,1,2,... The blue point Q is between y = 1 and y = 2, closer to y = 1.5? Wait, no, maybe the question is about finding the distance or something? Wait, the original question is a bit cut off, but from the instruction "Write your answer as an integer or decimal to the nearest 0.5" and the coordinate plane, let's assume we are finding the coordinates of a point. Let's take point Q: x = 1, y = 1.5 (to the nearest 0.5). Or maybe the distance between two points? Wait, maybe the question is about the coordinates of a point. Let's re - examine the graph:

• Point Q: x - coordinate is 1 (since it is on the vertical line x = 1), y - coordinate: it is halfway between y = 1 and y = 2, so y = 1.5 (to the nearest 0.5). So coordinates of Q are (1, 1.5).

Wait, but the input is a bit unclear. But assuming we are to find the coordinates of a point, say Q:

Step1: Find x - coordinate

The point Q is on the vertical line where x = 1 (since it is 1 unit to the right of the y - axis). So x = 1.

Step2: Find y - coordinate

The point Q is halfway between y = 1 and y = 2. The mid - point between 1 and 2 is 1.5, so y = 1.5 (to the nearest 0.5).

So the coordinates of Q are (1, 1.5).

Answer:

(1, 1.5)