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Which one of the following groups have all 3-dimensional shapes?
Question

Answer the following questions by selecting the correct/most appropriate option.

Which one of the following groups have all 3-dimensional shapes?

A.

Cube, Cuboid, Sphere, Cylinder

B.

Cube, Cuboid, Semi-circle, Cone

C.

Cub, Cuboid, Circle, Cone

D.

Cube, Cuboid, Circle, Triangle

Correct option is A

The three-dimensional nature of cube, cuboid, cylinder, and sphere is evident in their ability to occupy space in all three dimensions (length, width, and height), their volume, the presence of faces, edges, and vertices, their orientation in space, and their representation of real-world objects with depth and dimension. So, a three dimensional shape is a solid figure or an object or shape that has three dimensions— length, width, and height. A cube, cuboid, sphere and cylinder have all these properties.

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