IPMAT Indore 2025
DILR
Tournaments
Easy
Eight teams take part in a tournament where each team plays against every other team exactly once. In a particular year, one team got suspended after playing 3 matches, due to a disciplinary issue. The organizers decide to proceed, nonetheless, with the remaining matches. The total number of matches that were played in the tournament that year is
Eight teams take part in a tournament where each team plays against every other team exactly once. In a particular year, one team got suspended after playing 3 matches, due to a disciplinary issue. The organizers decide to proceed, nonetheless, with the remaining matches. The total number of matches that were played in the tournament that year is
Entered answer:
✅ Correct Answer: 24
If a tournament has teams and they play against every other team once, the number of matches Total matches with 8 teams matches
When one team got suspended after playing 3 matches:- 3 matches were already played involving the suspended team - The suspended team would have played 7 other teams in total - Since it played 3 matches before suspension, it missed playing 4 matches
Total matches played Complete tournament matches Matches not played due to suspensionTotal matches played
When one team got suspended after playing 3 matches:- 3 matches were already played involving the suspended team - The suspended team would have played 7 other teams in total - Since it played 3 matches before suspension, it missed playing 4 matches
Total matches played Complete tournament matches Matches not played due to suspensionTotal matches played
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