Which of the given geometric solids has the maximum number of vertices ?

Cone

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Cylinder

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Cuboid

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Triangular pyramid

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Solution

The correct option is B Cuboid
A cone has $1$ vertex.

A cylinder has $0$ vertices

A cuboid has $8$ vertices.

And a triangular pyramid has $4$ vertices

So, a cuboid has the maximum number of vertices among the given shapes.

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Which of the given solids has the maximum number of vertices?

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