Q3Section GA (General Aptitude (Q1–Q10))3 of 65
Knock-out tournament games
Consider a knock-out women's badminton singles tournament where there are no ties. The loser in each game is eliminated from the tournament. Every player plays until she is defeated or remains the last undefeated player. The last undefeated player is declared the winner of the tournament. If there are 64 players in the beginning of the tournament, how many games should be played in total to declare the winner of the tournament?
Pick an option to check your answer. In a mock test a wrong answer here costs 1/3 mark.