Which dimensions may represent a cuboid?
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Which dimensions may represent a cuboid?
There is no limitation or rule regarding the dimensions that a cuboid can have.
Therefore the correct answer is D.
All of the above.
Identify the correct 2D pattern of the given cuboid:
A cube is a special type of cuboid where all three dimensions are equal (like 7×7×7). A cuboid can have any three positive dimensions, equal or different!
The only requirement is that all three dimensions must be positive numbers. They can be whole numbers, decimals, or fractions - there are no other limits!
Absolutely! Cuboids can have any positive dimensions, including decimals and mixed sizes. As long as length, width, and height are all greater than zero, it's a valid cuboid.
Because every option given represents valid cuboid dimensions. Since there are no mathematical restrictions on cuboid dimensions (other than being positive), all the choices are correct!
Only negative numbers or zero would be invalid. For example, dimensions like -2×3×4 or 0×5×8 cannot represent real cuboids because physical objects can't have negative or zero dimensions.
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