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https://math.answers.com/math-and-arithmetic/Does_a_nonagonal_prism_have_18_edges_10_faces_and_10_vertices

Does a nonagonal prism have 18 edges 10 faces and 10 vertices? - Answers

Yes, a nonagonal prism has 18 edges, 10 faces, and 10 vertices. It consists of two nonagonal (9-sided) bases and 9 rectangular lateral faces connecting corresponding vertices of the bases. The 18 edges comprise 9 edges from each base and 9 edges connecting the bases. Additionally, it has 10 vertices, with 9 from each base and one shared vertex at the top and bottom, resulting in a total of 10 distinct vertices.



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Does a nonagonal prism have 18 edges 10 faces and 10 vertices? - Answers

https://math.answers.com/math-and-arithmetic/Does_a_nonagonal_prism_have_18_edges_10_faces_and_10_vertices

Yes, a nonagonal prism has 18 edges, 10 faces, and 10 vertices. It consists of two nonagonal (9-sided) bases and 9 rectangular lateral faces connecting corresponding vertices of the bases. The 18 edges comprise 9 edges from each base and 9 edges connecting the bases. Additionally, it has 10 vertices, with 9 from each base and one shared vertex at the top and bottom, resulting in a total of 10 distinct vertices.



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https://math.answers.com/math-and-arithmetic/Does_a_nonagonal_prism_have_18_edges_10_faces_and_10_vertices

Does a nonagonal prism have 18 edges 10 faces and 10 vertices? - Answers

Yes, a nonagonal prism has 18 edges, 10 faces, and 10 vertices. It consists of two nonagonal (9-sided) bases and 9 rectangular lateral faces connecting corresponding vertices of the bases. The 18 edges comprise 9 edges from each base and 9 edges connecting the bases. Additionally, it has 10 vertices, with 9 from each base and one shared vertex at the top and bottom, resulting in a total of 10 distinct vertices.

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      Yes, a nonagonal prism has 18 edges, 10 faces, and 10 vertices. It consists of two nonagonal (9-sided) bases and 9 rectangular lateral faces connecting corresponding vertices of the bases. The 18 edges comprise 9 edges from each base and 9 edges connecting the bases. Additionally, it has 10 vertices, with 9 from each base and one shared vertex at the top and bottom, resulting in a total of 10 distinct vertices.

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