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In which fixture method games are arranged in a sequential form, there is no bye and no problem of odd or even.
- a)Staircase method
- b)Tabular method
- c)Cyclic method
- d)Seeding method
Correct answer is option 'A'. Can you explain this answer?
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In which fixture method games are arranged in a sequential form, there...
Sequential Fixture Method: Staircase Method
The sequential fixture method is a way to arrange games in a sequential form without any byes or issues of odd or even numbers. One of the methods used for this purpose is the Staircase method.
Explanation:
The Staircase method is a fixture method that arranges games in a sequential form without any byes or problems of odd or even numbers. It is called the Staircase method because the fixtures are arranged in a way that resembles a staircase.
Step-by-Step Process:
The Staircase method follows the following step-by-step process to arrange the games:
1. Number of Teams: Determine the number of teams participating in the tournament. Let's consider the example of 8 teams.
2. Arrange Teams: Arrange the teams in a vertical line, preferably in alphabetical order or any other predetermined order.
3. First Round: In the first round, pair the teams as follows:
- Match 1: Team 1 vs. Team 8
- Match 2: Team 2 vs. Team 7
- Match 3: Team 3 vs. Team 6
- Match 4: Team 4 vs. Team 5
4. Subsequent Rounds: In the subsequent rounds, the winning teams move up the staircase, and the losing teams move down. The fixtures for each round are determined based on the position of the teams on the staircase.
- For example, in the second round, the winning team from Match 1 (Team 1) will face the winning team from Match 4 (Team 4).
5. Continue: Continue this process until all the matches are played and a winner is determined.
Advantages:
The Staircase method of arranging games has several advantages:
- It ensures that there are no byes, meaning that every team gets to play in each round.
- It eliminates the problem of odd or even numbers of teams as the fixtures are arranged in a sequential form.
- It allows for a fair and balanced competition as each team competes against different opponents in each round.
Conclusion:
The Staircase method is a sequential fixture method that arranges games without any byes or issues of odd or even numbers. It ensures a fair competition and allows every team to participate in each round. This method is commonly used in various sports tournaments to organize fixtures effectively.
The sequential fixture method is a way to arrange games in a sequential form without any byes or issues of odd or even numbers. One of the methods used for this purpose is the Staircase method.
Explanation:
The Staircase method is a fixture method that arranges games in a sequential form without any byes or problems of odd or even numbers. It is called the Staircase method because the fixtures are arranged in a way that resembles a staircase.
Step-by-Step Process:
The Staircase method follows the following step-by-step process to arrange the games:
1. Number of Teams: Determine the number of teams participating in the tournament. Let's consider the example of 8 teams.
2. Arrange Teams: Arrange the teams in a vertical line, preferably in alphabetical order or any other predetermined order.
3. First Round: In the first round, pair the teams as follows:
- Match 1: Team 1 vs. Team 8
- Match 2: Team 2 vs. Team 7
- Match 3: Team 3 vs. Team 6
- Match 4: Team 4 vs. Team 5
4. Subsequent Rounds: In the subsequent rounds, the winning teams move up the staircase, and the losing teams move down. The fixtures for each round are determined based on the position of the teams on the staircase.
- For example, in the second round, the winning team from Match 1 (Team 1) will face the winning team from Match 4 (Team 4).
5. Continue: Continue this process until all the matches are played and a winner is determined.
Advantages:
The Staircase method of arranging games has several advantages:
- It ensures that there are no byes, meaning that every team gets to play in each round.
- It eliminates the problem of odd or even numbers of teams as the fixtures are arranged in a sequential form.
- It allows for a fair and balanced competition as each team competes against different opponents in each round.
Conclusion:
The Staircase method is a sequential fixture method that arranges games without any byes or issues of odd or even numbers. It ensures a fair competition and allows every team to participate in each round. This method is commonly used in various sports tournaments to organize fixtures effectively.
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In which fixture method games are arranged in a sequential form, there...
Staircase method is a fixture method in which games are arranged in a sequential form, with no byes and no problem of odd or even numbers of teams. This method is used for league tournaments.
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In which fixture method games are arranged in a sequential form, there is no bye and no problem of odd or even.a)Staircase methodb)Tabular methodc)Cyclic methodd)Seeding methodCorrect answer is option 'A'. Can you explain this answer?
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