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An octahedron has8 faces, 12 to 18 edges and 6 to 12 edges.

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Q: How many faces edges vertices octahedron got?
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Related questions

How many edges and vertices does an 62 face octahedron have?

An octahedron has eight faces. If it has 62 faces then it is not an octahedron!


How many faces edges vertices does a octahedron have?

It has 8 faces, 6 Vertices, and 12 edges * * * * * That is one configuration. An octahedron can also be a heptagonal pyramid which has 8 faces, 8 vertices and 14 edges.


How many faces edges and vertices does a cube-octahedron have?

It has 14 Faces, 24 Edges, and 12 Vertices


How many faces edges vertices of octahedron?

The prefix octa- means eight. So, a octahedron will have 8 faces. It also has 12 edges and 6 vertices.


How many faces vertices and edges does a Regular octahedron on have?

Faces = 8Vertices = 6 Edges = 12.


How many faces edges and vertices does a octahedron have?

It has 14 Faces, 24 Edges, and 12 Vertices


How many faces vertices and edges in a octahedron?

An octahedron is a closed 3-d shape with 8 polygonal faces. There are 257 topologically different convex octahedra. An octahedron has 8 faces (as the name implies). It can have 6 to 12 vertices and 12 to 18 edges.


How many vertexes does an octahedron have?

An ordinary octahedron with 8 triangular faces has 6 vertices.


How many edges faces and vertice's a octahedron have?

Faces = 8Edges = 12 to 18 Vertices= 6 to 12.


How many faces edges corners does a octahedron have?

It depends on the exact shape. An octahedron is a shape with eight faces. It can be a heptagonal pyramid (8 vertices, 14 edges), or a hexagonal prism (12 vertices, 18 edges), square dipyramid (6 vertices, 12 edges) are some examples. There are more.


How many edges and vertices on a octahedron?

An octahedron is a closed 3-d shape with 8 polygonal faces. There are 257 topologically different convex octahedra. They can have 12-18 edges and 6 to 12 vertices.


How many less edges than vertices faces does an octahedron?

According to the Euler characteristic which applies to all simply connected polyhedra,# edges + 2 = # vertices + # faces. So the answer is 2 fewer.