Counting cubes to determine the volume of rectangular prisms in a math worksheet.

It looks like you've uploaded a worksheet titled "Counting Cubes - Rectangular Prisms", which asks students to count the unit cubes in each rectangular prism and then find the volume of each shape.

Since I can't view images directly, I’ll help you solve this type of problem step-by-step based on what’s typically found on such worksheets. If you describe the shapes or provide details (e.g., how many cubes are in each dimension), I can give specific answers.

But here's how to approach it:

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🔷 Step-by-Step Guide: Counting Cubes & Finding Volume

For each rectangular prism:

1. Identify the dimensions:
- Length (L): number of cubes along the longest side.
- Width (W): number of cubes across the front.
- Height (H): number of cubes stacked vertically.

2. Count the total number of unit cubes:
- You can either count them one by one or use the formula:
$$
\text{Volume} = \text{Length} \times \text{Width} \times \text{Height}
$$

3. Write down the volume in cubic units.

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✔ Example:

Let’s say one of the prisms has:
- 4 cubes in length
- 2 cubes in width
- 3 cubes in height

Then:
$$
\text{Volume} = 4 \times 2 \times 3 = 24 \text{ cubic units}
$$

So you’d write: Volume = 24

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📌 Tips:

- Look at the base first: count how many cubes are in one layer.
- Then count how many layers there are.
- Multiply: Base area × Height → same as L × W × H.

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❓How to Help You Further?

Please describe each of the 9 prisms on the worksheet (or list their dimensions), and I’ll calculate the volumes for you!

Alternatively, if you can tell me:
- How many cubes are in each row/column/layer,
- Or describe the shape (e.g., "a box that is 5 cubes long, 2 wide, and 2 high"),

I’ll solve all the problems for you with explanations.