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How many vertices for a decagonal prism?
A decagonal prism has 20 vertices: 10 at each end.
How many edges on a decagonal prism?
There are 30 edges on a decagonal prism.
How many edges does a decagonal prism have?
19 * * * * * Actually it is 30 edges. Ten around each of the decagonal faces, and ten more connecting the corresponding vertices of the two decagons.
How many faces does a decagonal prism have?
i think there is 12 faces are in the decagonal prism this is mhel a decagonal prism has 11 faces
How many edges in a decagonal prism?
30
How many vertices does a decagonal?
It depends on a decagonal what. A decagonal prism has 20 vertices. A decagonal pyramid has 11 vertices.
How many vertices does a decagonal prism have?
A decagonal prism has 20 vertices: 10 at each end.
How many vertices for a decagonal prism?
A decagonal prism has 20 vertices: 10 at each end.
How many vertices and edges does a decagonal prism have?
Vertices: 20 Edges: 30 Faces: 12
How many faces edges and vertices does a decagonal prism?
12 faces 20 vertices 30 edges
How many edges faces and vertices are on a decagonal prism?
Edges = 30 Faces = 12 Vertices = 20
How many vertices are in a decagonal?
The question cannot be answered because it makes no sense. "Decagonal" is an adjective, not a noun and the answer will depend on whether the question is about a decagonal pyramid, a decagonal prism or decagonal bipyramid, or something else.
How many edges on a decagonal prism?
There are 30 edges on a decagonal prism.
How many faces are in decagonal prism?
A decagonal prism has 12 faces
How many edges faces and vertices are on a dodecahedron prism?
By definition, a dodecahedron must have twelve faces. So it must be an decagonal prism. Edges = 30 Faces = 12 Vertices = 20
How many faces and vertices a and edges does a decagonal prism got?
12 faces * * * * * Correct as far as it goes, but incomplete. 20 vertices 30 edges
How many edges does a decagonal prism have?
19 * * * * * Actually it is 30 edges. Ten around each of the decagonal faces, and ten more connecting the corresponding vertices of the two decagons.
