In chess tournament, there are 14539 contestants. Acording to the rules of tournament, each player that wins a game, goes to the next round and the one who loses the game, is eliminated. In case of a draw, the coin is tossed and one of them is eliminated and one goes to the next round. How many games must be played, in order to find the best chess player in this tournament?
considering there will be no draw it would be just keep on dividing by 2..because there are 2 players each game
oh wait...even if draw...
so the answer is
yeah thats the idea
before found one there are \(14539\) after round one ther are \(\frac{14539}{2}\) after round 2 there are \(\frac12 \frac{14539}{2}\)
trying to set up a relation
divide by 2...the quotient (remainder excluded) is the number of games
is the player who wins the torment necessarily the best player? what if the last game was a draw and the winner was decided by a coin flip ?
the winner will be the one, who will win a toss of coin
luck is essential too
fyi the grandmaster of chess for 7 straight years is none other than Vishwanath Anand
so, anyone will say, how many games will be played?
bobby fischer was definetly among the great, chess was dominated by the Russians and after the cold war, bobby was the first American to win. I imagine he was hugely publicised in the states. Yeah sadly hes delusional now :(. But no one was grandmaster of chess and defended the top title for 7 years in a row other than Anand
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