IPMAT Question Paper 2023 | IPM Indore Quantitative Ability

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Question 14 :In a chess tournament, there are four groups, each containing an equal number of players. Each player plays
against every other player belonging to one's own group exactly once;
against each player belonging to one of the remaining three groups exactly twice;
against each player belonging to one of the remaining two groups exactly three times; and
against each player belonging to the remaining group exactly four times.
If there are more than 1000 matches being played in the tournament, the minimum possible number of players in each group is_______.

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Explanatory Answer

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The question is "In a chess tournament, there are four groups, each containing an equal number of players. Each player plays
against every other player belonging to one's own group exactly once;
against each player belonging to one of the remaining three groups exactly twice;
against each player belonging to one of the remaining two groups exactly three times; and
against each player belonging to the remaining group exactly four times.
If there are more than 1000 matches being played in the tournament, the minimum possible number of players in each group is_______."

Hence, the answer is '8'

 

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