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In Major League Baseball, excluding the wildcard round, a total of 8 teams

participate in the postseason playoffs. Teams pair up each round to play
against each other. The winner of each round goes on to play another winning
team. In each round, the losing team is eliminated from the playoffs. Discuss
the features of the graph that models the playoff scenario. Is the playoff graph
a continuous or discrete graph? Explain.

2 Answers

2 votes

Final answer:

The MLB playoffs graph is a discrete binary tree bracket that reduces the number of teams by half each round until a champion is crowned. It is a discrete graph since it represents distinct, separated points with clear winners and outcomes.

Step-by-step explanation:

The Major League Baseball (MLB) playoffs structure can be described using a graph that is typically referred to as a bracket. In a bracket of eight teams, there are a series of matches where teams pair up and the winner advances to the next round while the loser is eliminated. This creates a visual representation that starts with eight teams and narrows down to one final winner. The graph has several features:

  • It is a binary tree, with the full set of games resembling an inverted pyramid.
  • Each round halves the number of teams until a champion is crowned.
  • The graph is specifically designed so that it will always take three rounds to go from eight teams to one champion.

The playoff graph is a discrete graph because it consists of distinct, separated points and does not represent a continuous flow of data. The teams, games, and outcomes are countable and distinct events with no intermediate values.

User Technoplato
by
4.5k points
2 votes

Answer:

dont get the question

Step-by-step explanation:

User Marlon Abeykoon
by
5.2k points
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