Combinatorics question
Source:
April 10, 2017
combinatorial
Problem Statement
In a tournament with players, < 10, each player plays once against each other player scoring 1 point for a win and 0 points for a loss. Draws do not occur. In a particular tournament only one player ended with an odd number of points and was ranked fourth. Determine whether or not this is possible. If so, how many wins did the player have?