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MathematicsMathematics
22 December, 20:39

The first round of the 2010 FIFA World Cup consisted of several groups of four teams each. Within each group, each of the four teams played each other once. How many matches were there in each group?

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  1. 23 December, 00:31
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    Answer:There are 6 matches in each group

    Step-by-step explanation:

    The first round of the 2010 FIFA World Cup consisted of several groups of four teams each. Within each group, each of the four teams played each other once. Assuming the teams are A, B, C and D ... The way the teams in the group play each other would be

    AB, CD first group matches.

    AC, BD second group matches.

    AD, BC. Third group matches

    Therefore, the number of matches in each group would be 6
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Home » Mathematics » The first round of the 2010 FIFA World Cup consisted of several groups of four teams each. Within each group, each of the four teams played each other once. How many matches were there in each group?
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