Each of the eight players in a chess team plays 12 games against opponents from other teams.
Question:
Each of the eight players in a chess team plays 12 games against opponents from other teams. The total number of wins, draws and losses for the whole team are denoted by X, Y and Z, respectively.
a. State the value of X + Y + Z.
b. Find the least possible value of Z − X, given that Y = 25.
c. Given that none of the players drew any of their games and that X − Z = 50, find the exact mean number of games won by the players.
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Related Book For
Cambridge International AS & A Level Mathematics Probability & Statistics 1 Coursebook
ISBN: 9781108407304
1st Edition
Authors: Dean Chalmers, Julian Gilbey
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