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Q: What is a polyhedron with triangular sides and a polygonal base?
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What are the example of a pyramid?

A polyhedron with a polygonal base and triangles for sides.


What does a pyramid mean?

A pyramid is a polyhedron with a polygonal base (with n sides) and n triangular faces, attached to each edge of the base, which meet at a point (the apex) above the base.


A polyhedron with a base and sides that are triangles is a?

A Triangular Pyramid


A figure with one polygon base and triangular faces?

A geometric figure with a polygonal base and triangular sides is called a 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


How do you identify a pyramid?

It is a polyhedron: a 3-dimensional object with polygonal faces. It has one base that is a polygon with n sides. From each side there is a triangular face and these meet at a single point above (or below) the base. It can also be identified by its Euler characteristic: If the polygonal base is n-sided, the pyramid has n+1 vertices, n+1 faces and 2n edges.


Does the pyramid and triangle prism have the same number of vertices?

A pyramid is a generic term for a 3-D polyhedron which has a polygonal base and triangular lateral faces that meet at an apex above the base. If the polygonal base has n sides, the pyramid has n+1 faces, n+1 vertices and 2n edges. A pyramid can, therefore have 4 or more vertices. So, there is bound to be a pyramid that will have the same number of vertices as a triangular prism (6).


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

A pyramid fits the given description


Why are pyramids triangular?


What polyhedron whose base is any polygonal region and all its other faces are triangular regions with a common vertex?

There are an infinite number of such polyhedra. Starting with a tetrahedron (triangular base), the next up is the quadrilateral pyramid (quadrilateral base), then the pentagonal pyramid, the hexagonal pyramid and so on.


What is the math definition for pyramid?

A pyramid is a 3 dimensional object with a polygonal base (with n sides) and n triangular faces meeting at an apex above the base.


What are the definitions of the prism and pyramid?

A prism isa polyhedron- that is, 3-dimensional shape bounded by polygons. It has two parallel bases that are identical polygons. The corresponding sides of these polygons are joined together by quadrilaterals.A pyramid is also a polyhedron. It has a polygonal base of n sides and n triangles, attached to each of the sides of the polygon, that meet at an apex above [or below] the plane of the polygon.AA prism isa polyhedron- that is, 3-dimensional shape bounded by polygons. It has two parallel bases that are identical polygons. The corresponding sides of these polygons are joined together by quadrilaterals.A pyramid is also a polyhedron. It has a polygonal base of n sides and n triangles, attached to each of the sides of the polygon, that meet at an apex above [or below] the plane of the polygon.AA prism isa polyhedron- that is, 3-dimensional shape bounded by polygons. It has two parallel bases that are identical polygons. The corresponding sides of these polygons are joined together by quadrilaterals.A pyramid is also a polyhedron. It has a polygonal base of n sides and n triangles, attached to each of the sides of the polygon, that meet at an apex above [or below] the plane of the polygon.AA prism isa polyhedron- that is, 3-dimensional shape bounded by polygons. It has two parallel bases that are identical polygons. The corresponding sides of these polygons are joined together by quadrilaterals.A pyramid is also a polyhedron. It has a polygonal base of n sides and n triangles, attached to each of the sides of the polygon, that meet at an apex above [or below] the plane of the polygon.A