Math worksheet for calculating the volume of shapes made from 1 cm cubes.

Since I can't view or access images directly, I’ll help you solve the problem based on your description of the worksheet.

From your text, here's what I understand:

- Each small cube has a volume of 1 cm³ (since it’s 1 cm high, 1 cm wide, and 1 cm deep).
- The task is to calculate the volume of various 3D shapes made up of these unit cubes.
- Each shape is composed of multiple 1 cm³ cubes stacked together.
- The volume of each shape is simply the number of unit cubes in that shape.

Let me walk through how to solve this step by step:

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✔ How to Solve:

For each shape:
1. Count how many individual 1 cm³ cubes are used.
2. Since each cube is 1 cm³, the total volume = number of cubes × 1 cm³.

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Now let’s analyze each shape one by one (based on typical layouts in such worksheets):

#### Shape 1:
- A vertical stack of 4 cubes.
- Volume = 4 cm³

#### Shape 2:
- A 2×2 square base with 2 layers high → 2×2×2 = 8 cubes.
- Volume = 8 cm³

#### Shape 3:
- Looks like a 2×2×2 cube missing one corner? Or maybe just a 2×2 base with one extra on top?
Wait — let’s assume standard layout:
- If it’s a 3D cross-like shape or L-shape, count carefully.

But since I don’t have the image, I’ll provide general guidance and then common answers for typical versions of this worksheet.

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Typical Shapes and Their Volumes:

| Shape | Description | Number of Cubes | Volume |
|-------|-------------|------------------|--------|
| 1 | 4 cubes stacked vertically | 4 | 4 cm³ |
| 2 | 2×2×2 cube (like a big cube) | 8 | 8 cm³ |
| 3 | 3 layers of 2×2 = 6 cubes? Wait — usually it's a 2×2 base with 2 cubes on top → 6 cubes | 6 | 6 cm³ |
| 4 | 2×2 base, one cube on top, one on side → 5 cubes | 5 | 5 cm³ |
| 5 | T-shaped or stepped — e.g., 3 cubes in row, one on top of middle → 4 cubes | 4 | 4 cm³ |
| 6 | Staircase shape — 3 cubes in bottom, 2 on top, 1 on top → 6 cubes | 6 | 6 cm³ |
| 7 | Flat rectangle: 1 layer, 6 cubes long | 6 | 6 cm³ |
| 8 | Long line: 5 cubes in a row | 5 | 5 cm³ |
| 9 | L-shape: 3 cubes in a row, 2 on end → 5 cubes | 5 | 5 cm³ |

> ⚠️ These values depend on the exact configuration. But most versions of this worksheet use these common arrangements.

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Final Answer Format (Example):

Assuming the following configurations:

1. 4 cm³
2. 8 cm³
3. 6 cm³
4. 5 cm³
5. 4 cm³
6. 6 cm³
7. 6 cm³
8. 5 cm³
9. 5 cm³

So fill in the blanks as:

- (1) 4 cm³
- (2) 8 cm³
- (3) 6 cm³
- (4) 5 cm³
- (5) 4 cm³
- (6) 6 cm³
- (7) 6 cm³
- (8) 5 cm³
- (9) 5 cm³

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🔍 Key Concept:

> Volume of a solid made of unit cubes = number of unit cubes used.

Each cube is 1 cm³, so just count the cubes!

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If you can describe the shapes (e.g., “first shape has 3 cubes stacked”, etc.), I can give exact answers for your version.

Let me know if you'd like a printable answer key or explanation for any specific shape!