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https://math.answers.com/geometry/How_many_vertices_and_edges_does_a_cone_have

How many vertices and edges does a cone have? - Answers

Depending on what information and grade level the following would be considered for a three dimensional cone: If the definition of a face= a flat side edge= where to faces meet vertex= where three or more faces meet then cone would have 1 face (the base), 0 edges, 0 vertices If the curriculum includes curved surfaces as faces then: cone would have 2 faces, 1 edge, 0 vertices The above was using a 4th grade Macmillan McGraw-Hill Oklahoma textbook copyright 2011.



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How many vertices and edges does a cone have? - Answers

https://math.answers.com/geometry/How_many_vertices_and_edges_does_a_cone_have

Depending on what information and grade level the following would be considered for a three dimensional cone: If the definition of a face= a flat side edge= where to faces meet vertex= where three or more faces meet then cone would have 1 face (the base), 0 edges, 0 vertices If the curriculum includes curved surfaces as faces then: cone would have 2 faces, 1 edge, 0 vertices The above was using a 4th grade Macmillan McGraw-Hill Oklahoma textbook copyright 2011.



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https://math.answers.com/geometry/How_many_vertices_and_edges_does_a_cone_have

How many vertices and edges does a cone have? - Answers

Depending on what information and grade level the following would be considered for a three dimensional cone: If the definition of a face= a flat side edge= where to faces meet vertex= where three or more faces meet then cone would have 1 face (the base), 0 edges, 0 vertices If the curriculum includes curved surfaces as faces then: cone would have 2 faces, 1 edge, 0 vertices The above was using a 4th grade Macmillan McGraw-Hill Oklahoma textbook copyright 2011.

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      Depending on what information and grade level the following would be considered for a three dimensional cone: If the definition of a face= a flat side edge= where to faces meet vertex= where three or more faces meet then cone would have 1 face (the base), 0 edges, 0 vertices If the curriculum includes curved surfaces as faces then: cone would have 2 faces, 1 edge, 0 vertices The above was using a 4th grade Macmillan McGraw-Hill Oklahoma textbook copyright 2011.

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