Math worksheet for plotting coordinates on a grid to create a face.

Let’s solve this step by step.

We are given a face drawn on a coordinate grid, with points labeled A through L. We need to find the (x, y) coordinates for each point.

Remember:
- The x-coordinate is how far left or right from the center (0,0). Right is positive, left is negative.
- The y-coordinate is how far up or down from the center. Up is positive, down is negative.

We’ll go point by point and read their positions carefully from the grid.

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Point A: Look at the top of the head on the right side. It’s at x = 2, y = 5 → (2, 5)

Point B: Top right corner of the face outline. x = 4, y = 4 → (4, 4)

Point C: Right cheek area. x = 3, y = 2 → (3, 2)

Point D: Bottom right jawline. x = 3, y = -1 → (3, -1)

Point E: Bottom chin area on the right. x = 1, y = -3 → (1, -3)

Point F: Bottom chin area on the left. x = -1, y = -3 → (-1, -3)

Point G: Bottom left jawline. x = -3, y = -1 → (-3, -1)

Point H: Left cheek area. x = -3, y = 2 → (-3, 2)

Point I: Top left corner of the face outline. x = -4, y = 4 → (-4, 4)

Point J: Top of the head on the left side. x = -2, y = 5 → (-2, 5)

Point K: Between J and L — it’s at x = -1, y = 4 → (-1, 4)

Point L: Between K and A — it’s at x = 1, y = 4 → (1, 4)

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Let me double-check a few to be sure:

- Point A: Yes, directly above x=2, at height y=5 ✔️
- Point F and E: Both at y=-3, symmetric around y-axis ✔️
- Point K and L: Both at y=4, one at x=-1, one at x=1 ✔️
- Point G and D: Symmetric? G is (-3,-1), D is (3,-1) — yes, mirror images ✔️

All look correct.

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Final Answer:

A (2, 5)
B (4, 4)
C (3, 2)
D (3, -1)
E (1, -3)
F (-1, -3)
G (-3, -1)
H (-3, 2)
I (-4, 4)
J (-2, 5)
K (-1, 4)
L (1, 4)