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How many games are played in a soccer competition if there are 7 teams and all teams play each
other twice?
1 answer
one round = C(7,2) =
double that
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How many games are played in a soccer competition if there are 7 teams and all teams play each other twice?
Top answer:
2 x C(7,2) = 2x21 = 42
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no, number of games in one round = C(8,2) = 28 so for two rounds that would be 56 When you take 8*7
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I figured
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lets try it manually with four teams, ABCS AB AD AC BD BC CD So your method doesnt work for four
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Can someone please explain how to do this problem?
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Ruth is scheduling a soccer tournament in which 64 teams will participate. After each round of soccer games, half the teams
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32 + 16 + 8 + 4 + 2 + 1 = ?
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in a soccer tournament there are 22 entries. the tourney is single mathc elimination. that is 2 soccer teams compete at the same
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21
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If each 11 football teams In a college athletic conference played each of the other teams just once in a season, how many games
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