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https://math.answers.com/math-and-arithmetic/Does_the_pyramid_and_triangle_prism_have_the_same_number_of_vertices

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

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).



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

https://math.answers.com/math-and-arithmetic/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).



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https://math.answers.com/math-and-arithmetic/Does_the_pyramid_and_triangle_prism_have_the_same_number_of_vertices

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

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).

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      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).

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