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How many edges does a 50-gonal prism have? - Answers

A 50-gonal prism consists of two 50-gon bases and 50 rectangular lateral faces. Each base contributes 50 edges, and the lateral edges connect the corresponding vertices of the two bases, adding another 50 edges. Therefore, the total number of edges in a 50-gonal prism is 50 (for the bottom base) + 50 (for the top base) + 50 (lateral edges) = 150 edges.



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How many edges does a 50-gonal prism have? - Answers

https://math.answers.com/math-and-arithmetic/How_many_edges_does_a_50-gonal_prism_have

A 50-gonal prism consists of two 50-gon bases and 50 rectangular lateral faces. Each base contributes 50 edges, and the lateral edges connect the corresponding vertices of the two bases, adding another 50 edges. Therefore, the total number of edges in a 50-gonal prism is 50 (for the bottom base) + 50 (for the top base) + 50 (lateral edges) = 150 edges.



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https://math.answers.com/math-and-arithmetic/How_many_edges_does_a_50-gonal_prism_have

How many edges does a 50-gonal prism have? - Answers

A 50-gonal prism consists of two 50-gon bases and 50 rectangular lateral faces. Each base contributes 50 edges, and the lateral edges connect the corresponding vertices of the two bases, adding another 50 edges. Therefore, the total number of edges in a 50-gonal prism is 50 (for the bottom base) + 50 (for the top base) + 50 (lateral edges) = 150 edges.

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      A 50-gonal prism consists of two 50-gon bases and 50 rectangular lateral faces. Each base contributes 50 edges, and the lateral edges connect the corresponding vertices of the two bases, adding another 50 edges. Therefore, the total number of edges in a 50-gonal prism is 50 (for the bottom base) + 50 (for the top base) + 50 (lateral edges) = 150 edges.
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