SOLUTION: There are 64 players in a head-to-head tournament.
12 of these players are friends with each other.
What are the odds none of these friends will play against each other in the fi
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-> SOLUTION: There are 64 players in a head-to-head tournament.
12 of these players are friends with each other.
What are the odds none of these friends will play against each other in the fi
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Question 662279: There are 64 players in a head-to-head tournament.
12 of these players are friends with each other.
What are the odds none of these friends will play against each other in the first round of games? Answer by ewatrrr(24785) (Show Source):
Hi,
There are 64 players in a head-to-head tournament.
12 of these players are friends with each other.
P(no friends will play each other) =
odds none of these friends will play against each other is 13:29
