Home Puzzles arithmetic – The match between the seventh and the eighth participant

arithmetic – The match between the seventh and the eighth participant

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arithmetic – The match between the seventh and the eighth participant

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Let say eighth to twelfth gamers are the final 5 and so they misplaced their all matches besides towards one another. So eighth has to win or draw

(doesn’t matter since whole level wouldn’t change and I’ll go for win)

towards 9,10,11 and twelfth, ninth would win towards 10,11,twelfth and so on and misplaced towards eighth. So The whole level of the final 5 gamers can be 8,6,4,2 and 0 at worst. That makes whole 20. So the primary three, 1st, 2nd and third has to have 60 level at the least. This is barely doable if 1st, 2nd and third would win all matches towards different gamers besides the matches between them. They can draw or win towards one another. The whole level can be 60.

As a end result,

4th, fifth, sixth, seventh video games must be misplaced towards 1st, 2nd and third. and win towards eighth, ninth, tenth, eleventh, twelfth. In between 4th to seventh can’t be recognized and doesn’t change the actual fact of the given within the query.

and

eighth has to lose towards 1st to seventh as talked about earlier than. and win towards the remainder to change into eighth.

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