Graphing Points worksheet for plotting coordinates and shapes on a coordinate plane.

Let's solve the problem step by step. This worksheet has two parts: A) Plotting points on the coordinate plane, and B) Drawing shapes at specific coordinates.

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Part A: Plot each point on the coordinate plane

We are given 10 points to plot. Each point is in the form $(x, y)$, where:
- $x$ is the horizontal coordinate (left/right),
- $y$ is the vertical coordinate (up/down).

We'll go through each one:

1. Z(2, 5)
- Move 2 units right from origin, then 5 units up → Plot at (2, 5)

2. K(5, -3)
- Move 5 units right, then 3 units down → Plot at (5, -3)

3. U(-3, 4)
- Move 3 units left, then 4 units up → Plot at (-3, 4)

4. A(-2, -2)
- Move 2 units left, then 2 units down → Plot at (-2, -2)

5. R(4, -1)
- Move 4 units right, then 1 unit down → Plot at (4, -1)

6. X(-3, 2)
- Move 3 units left, then 2 units up → Plot at (-3, 2)

7. V(-5, -2)
- Move 5 units left, then 2 units down → Plot at (-5, -2)

8. P(3, 5)
- Move 3 units right, then 5 units up → Plot at (3, 5)

9. Y(0, 1)
- Stay at x = 0 (on the y-axis), move 1 unit up → Plot at (0, 1)

10. T(1, 2)
- Move 1 unit right, then 2 units up → Plot at (1, 2)

> ✔ Instructions for plotting: On the provided coordinate grid, locate each of these points and mark them with a dot or small circle. Label them with their letter (e.g., Z, K, etc.).

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Part B: Draw each shape on the coordinate plane

Now we draw shapes at specified locations. The location refers to the center or origin point of the shape unless otherwise specified.

11. Draw a square □ at (-4, -2)
- Place the center of the square at (-4, -2).
- Since no size is given, assume a standard small square (e.g., 1 unit per side).
- Draw a square centered at (-4, -2) — you can use a 1×1 square with corners at:
(-4.5, -2.5), (-3.5, -2.5), (-3.5, -1.5), (-4.5, -1.5)
OR simply draw a square with sides parallel to axes, centered at (-4, -2).

12. Draw a circle ○ at (5, -5)
- Center the circle at (5, -5).
- Draw a small circle (no radius given, so just a typical dot-sized circle).

13. Draw a square □ at (-3, 1)
- Similar to #11, draw a square centered at (-3, 1).
- Again, assume 1×1 size unless otherwise stated.

14. Draw a star ☆ at (5, 4)
- Place a star symbol at the point (5, 4).
- Just draw a five-pointed star centered at that coordinate.

15. Draw a triangle △ at (1, -1)
- Draw a triangle (equilateral or simple upward-pointing) centered at (1, -1).
- For example, vertices could be at (1, -1), (0.5, -0.5), (1.5, -0.5), but since it's just a symbol, a small triangle around (1, -1) is fine.

> ✔ Instructions for drawing shapes: On the second grid, place each shape at the given coordinate. Use light pencil lines or symbols as appropriate.

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🔍 Summary of How to Complete the Worksheet

#### For Part A:
- Use the first graph.
- For each point, start at the origin (0,0).
- Move horizontally (x-direction), then vertically (y-direction).
- Mark and label each point.

#### For Part B:
- Use the second graph.
- Locate each coordinate and draw the corresponding shape at that point.
- Shapes don’t need exact dimensions unless specified — just make them clearly visible and centered.

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📌 Final Tips:

- Always double-check signs: negative x means left, negative y means down.
- Use a ruler to ensure accuracy when drawing shapes.
- Label each shape if possible (e.g., “□” near the square).

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✔ You’re all set! Just plot the points and draw the shapes as described above. Let me know if you'd like a visual guide or printable version!