Mathematics
Grade5
Easy
Question
A prism measures 4 unit cubes alongside AD, 6 unit cubes alongside DE, and 6 unit cubes alongside CD. The volume of the prism is
![](data:image/png;base64,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)
- 16 cubic units
- 24 cubic units
- 36 cubic units
- 144 cubic units
Hint: