During the fall season, Allenville beat Jackson City once, Jay beat Havelock twice. Allenville beat Salem twice, Jay beat Jackson City once and Jackson City beat the Allenville once. Havelock won their last game of the season when they played Jackson City. For a-d, use a graph to model the tournament. Teams are vertices. Describe the kind of graph used (undirected or directed). Draw the graph. A. There is an edge between teams if the teams played. B. There is an edge between teams for each game played. C. There is an edge from team to team if the team beat the second team at least one time. D. There is an edge from team to team for every victory of one team over the other team
During the fall season, Allenville beat Jackson City once, Jay beat Havelock twice. Allenville beat Salem twice, Jay beat Jackson City once and Jackson City beat the Allenville once. Havelock won their last game of the season when they played Jackson City. For a-d, use a graph to model the tournament. Teams are vertices. Describe the kind of graph used (undirected or directed). Draw the graph. A. There is an edge between teams if the teams played. B. There is an edge between teams for each game played. C. There is an edge from team to team if the team beat the second team at least one time. D. There is an edge from team to team for every victory of one team over the other team
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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- During the fall season, Allenville beat Jackson City once, Jay beat Havelock twice. Allenville beat Salem twice, Jay beat Jackson City once and Jackson City beat the Allenville once. Havelock won their last game of the season when they played Jackson City.
For a-d, use a graph to model the tournament. Teams are vertices. Describe the kind of graph used (undirected or directed).
Draw the graph.
A. There is an edge between teams if the teams played.
B. There is an edge between teams for each game played.
C. There is an edge from team to team if the team beat the second team at least one time.
D. There is an edge from team to team for every victory of one team over the other team
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