Mathematics
Grade5
Easy
Question
Calculate the volume.
Length = 2 units
Width = 2 units
Height = 3 units
![](data:image/png;base64,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)
- Volume = 12 cubic units
- Volume = 7 cubic units
- Volume = 223 cubic units
- Volume = 8 cubic units
Hint: