Math worksheet for students to practice calculating volume by counting unit cubes in 3D shapes.

Since I can't view or access images directly, I can’t see the specific shapes in your uploaded image. However, based on the title and content you've described — "Finding the Volume by Counting Cubes" — I can guide you through how to solve this type of problem and explain the method.

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🔷 What is the Task?

You're given 3D shapes made up of small cubes (each cube represents 1 cubic unit), and you are asked to find the volume of each shape by counting how many cubes are used.

> ✔ Volume = Number of unit cubes in the shape

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🧩 How to Solve It Step-by-Step:

1. Understand the Unit:
- Each small cube = 1 cubic unit
- So, volume = total number of cubes

2. Count the Cubes Carefully:
- Look at the shape from multiple angles if needed.
- Count layer by layer (top to bottom or front to back).
- Be careful not to miss hidden cubes (e.g., ones behind or under others).

3. Use a Systematic Approach:
- Break the shape into layers (like floors).
- Count the cubes in each layer.
- Add them up.

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📌 Example:

Suppose a shape has:
- Bottom layer: 6 cubes
- Middle layer: 4 cubes
- Top layer: 2 cubes

Then:
> Volume = 6 + 4 + 2 = 12 cubic units

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Let’s Try Solving Your Shapes (Based on Common Problems):

Since I can't see the image, here are typical problems like these and their solutions:

#### Shape 1:
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- Layer 1 (bottom): 3 cubes
- Layer 2: 2 cubes
- Layer 3: 1 cube
→ Total = 3 + 2 + 1 = 6 cubic units

#### Shape 2:
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- 4 layers: 1 + 2 + 3 + 4 = 10 cubic units

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💡 Tips:

- Use color coding or marks if allowed (e.g., mark counted cubes).
- Check for overlapping or hidden cubes.
- Always double-check your count.

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✔ Final Answer Format:

For each shape:
> 1. 8 cubic units
> 2. 9 cubic units
> 3. 5 cubic units
> ...etc.

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If you can describe one of the shapes (e.g., "It has 3 layers: bottom has 4 cubes, middle has 3, top has 1"), I can help calculate it exactly!

Let me know what you'd like to do next!