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A pyramid seems to fit the description.

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Q: What polyhedron have a polygon for a base and triangle sides with a common vertex?
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Related questions

What is a polyhedron having a polygon for a base and triangular sides with a common vertex?

A pyramid fits the given description


How is a vertex formed?

The vertex is a point of polygon or polyhedra that is formed by 2 lines or 3 edges on a polyhedron.


What is a polyhedron in which one face can be any polygon and the lateral faces are triangles that meet at a common vertex?

A pyramid has a polygonal base with all other sides being triangles. As the Egyptians famously demonstrated, a common pyramid has a square base with four triangles meeting at a vertex, but any polygon - regular or irregular - can be used as the base of such a polyhedron.


What does pyramid mean in math terms?

A polyhedron of which one face is a polygon of any number of sides, and the other faces are triangles with a common vertex.


How do they draw a diagonal?

A line that joins any vertex of a polygon (or polyhedron) to any vertex other than itself or adjacent ones is a diagonal.


Polyhedron in which the lateral faces are triangles with a common vertex?

pyramid


What is polyhedron with polygonal base and triangular sides with common vertex?

pyramid An pyramid is a geometric solid of the shape made famous by the royal tombs of ancient Egypt. It is a solid whose base is a polygon and whose lateral faces are triangles with a common vertex


Name a polygon that has less than 4 vertices?

A triangle has fewer than 4 vertices.


What is a definition for vertices in math?

The definition of vertices is the plural vertex. A vertex is point of intersection of two or more lines. A vertex can also be used to describe the angular point of a polygon, polyhedron, or other shape.


What has a flat surface and a vertex?

a square a rectange a triangle a hexagon an octogon a polygon


A point that two sides of a polygon have in common is called?

A vertex


Does diagonals of right angled triangle bisect each other?

A diagonal is normally defined as a straight line joining a vertex of a polygon with any vertex other than an adjoining vertex (lines joining a vertex to an adjoining vertex would simply be a side of the polygon). Since a triangle has only got adjoining vertices, it has no diagonals. Since there are no diagonals, they cannot bisect one another.