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What solid figure has 4 faces 9 edges and 6 vertices?
It is not any kind of simply connected solid figure because it does not satisfy the Euler characteristic which requires thatFaces + Vertices = Edges + 2It is not any kind of simply connected solid figure because it does not satisfy the Euler characteristic which requires thatFaces + Vertices = Edges + 2It is not any kind of simply connected solid figure because it does not satisfy the Euler characteristic which requires thatFaces + Vertices = Edges + 2It is not any kind of simply connected solid figure because it does not satisfy the Euler characteristic which requires thatFaces + Vertices = Edges + 2
What states that the number of edges equals the number of faces plus number of vertices-2?
The Euler characteristic.
What has 3 rectangular faces 9 edges and 6 vertices?
It cannot be a polyhedron because it does not satisfy the Euler characteristic.
What has 12 faces 10 edges 20 vertices?
Not any normal polyhedron since the numbers are contary to the Euler characteristic.
What shape has 9 faces 18 edges and 10 vertices?
There can be no such polyhedron since the given numbers are not consistent with the Euler characteristic.
