A tournament T is a directed graph G (V,A), with vertex set V and arc set A, such that for every u,v V, u v, either (u,v) A or (v,u) A, but not both Draw a tournament graph that has six vertices

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Question: A tournament T is a directed graph G = (V,A), with vertex set V and arc set A, such that for every u,v V, u

A tournament T is a directed graph G = (V,A), with vertex set V and arc set A, such that for every u,v A tournament T is a directed graph G = (V,A), with vertex V, u v, either (u,v) A or (v,u) u v, either (u,v) A or (v,u) A, but not both. Draw A, but not both. Draw a tournament graph that has six vertices.

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