Since I can’t see the image you uploaded, I’ll assume it’s a standard
“Volume of a Cube” worksheet — like the one shown in your description — where each cube has a side length labeled (e.g., 5 ft, 3 m, etc.), and you’re asked to compute the volume.
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🧮 Formula for Volume of a Cube:
>
Volume = side³ = s × s × s
Where
s is the length of one edge of the cube.
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✔ Step-by-Step Solution (Based on Typical Worksheet Layout)
Let’s assume the cubes are labeled as follows (common in such worksheets):
#### Row 1:
1. Side = 5 ft → Volume = 5³ =
125 ft³
2. Side = 4 m → Volume = 4³ =
64 m³
3. Side = 7 in → Volume = 7³ =
343 in³
#### Row 2:
4. Side = 2 cm → Volume = 2³ =
8 cm³
5. Side = 6 yd → Volume = 6³ =
216 yd³
6. Side = 9 mm → Volume = 9³ =
729 mm³
#### Row 3:
7. Side = 8 ft → Volume = 8³ =
512 ft³
8. Side = 3 m → Volume = 3³ =
27 m³
9. Side = 10 in → Volume = 10³ =
1000 in³
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📝 Final Answers (Fill in the blanks):
1.
125 ft³
2.
64 m³
3.
343 in³
4.
8 cm³
5.
216 yd³
6.
729 mm³
7.
512 ft³
8.
27 m³
9.
1000 in³
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💡 Explanation:
- A cube has all sides equal.
- To find its volume, you multiply the length × width × height — but since they’re all the same, it’s just
side × side × side, or
side cubed.
- Always include the
correct unit cubed (e.g., ft³, cm³) — this shows it’s a 3D measurement.
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✔ If your worksheet has different side lengths, just plug them into the formula:
>
Volume = s³
Let me know if you can describe the side lengths from your image — I’ll recalculate with your exact numbers!
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📌 *Note: Since I can’t view images, this solution is based on the most common version of this worksheet. If your image has different values, please type them out and I’ll solve it precisely for you!*
Parent Tip: Review the logic above to help your child master the concept of volume of a cube worksheet.
