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what solid has more vertices?

Updated: 4/28/2022
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10y ago

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There is no limit to the number of vertices that a solid can have.

There is no limit to the number of vertices that a solid can have.

There is no limit to the number of vertices that a solid can have.

There is no limit to the number of vertices that a solid can have.

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10y ago
This answer is:
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10y ago

There is no limit to the number of vertices that a solid can have.

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Q: What solid has more vertices?
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Related questions

Which solid has two or more vertices than faces?

Rectangular Prism


How many vertices does a solid rectangle have?

8 vertices


What solid shape has more vertices than faces?

Any sort of prism.


What name of a corner on a solid where three or more edges meet?

vertex/vertices


Name a solid with 8 vertices?

a cube has 8 vertices.


How many vertices does a solid figure have?

It has 8 vertices.


What are vertices of solid figures?

Vertices (singular vertex) are the corners.


What is the name of a corner on a solid or three or more edges meet?

It is the vertex and its plural is vertices


What are the vertices of the polygon?

A vertex is the point where three or more edges of a solid figure meet.


How many vertices does a octangonal-based pyramid have?

In solid geometry, a vertex is the point where three or more edges meet, so in your example there are NINE Vertices.


What is the name of a corner on a solid where three or more faces meet?

A vertex is the name of a corner on a solid where three or more faces meet (plural = vertices).


What solid figure has the most vertices?

triangular prism i don't if thats right somewhere else, but if you're from connexus its rectangular prism. Improved answer: I sense confusion between the question and the reply. A triangular prism has six vertices. An infinite amount of solid objects have more vertices. The question "Which solid figure has the least vertices" is probably the intended question, in which case the answer is a tetrahedron or spheroids. The tetrahedron has four vertices, the least number a solid with only planar surfaces can have. Of course any number of solids have no vertices, like the sphere and other spheroids.