Doubtnut Promotions Sticky

8n players P1,P2,P3..P8n play a knock out tournament. It is known that all the players are of equal strength. The tournament is held in 3 where the players are paired at random in each round. If it is given that P1 wins in the third round. Find the probability that P2 looses in the second round.

Video Solution
Doubtnut Promotions Banner
Text Solution
Verified by Experts

The correct Answer is:2n8n1.

|
Answer

Step by step video, text & image solution for 8n players P_(1),P_(2),P_(3)……..P_(8n) play a knock out tournament. It is known that all the players are of equal strength. The tournament is held in 3 where the players are paired at random in each round. If it is given that P_(1) wins in the third round. Find the probability that P_(2) looses in the second round. by Maths experts to help you in doubts & scoring excellent marks in Class 12 exams.

Updated on:21/07/2023

Related Playlists


Similar Practice Problems

  • Question 1 - Select One

    Sixteen players P1,P2,P3..,P16 play in tournament. If they grouped into eight pair then the probability that P4 and P9 are in different groups, is equal to

    A715
    B1415
    C215
    D415
  • Question 1 - Select One

    P1,P2..,P3 an eight players participating in a tournament. If I<j, then Pi will win the match against P1. Players are paired up randomly for first round and winners of this round again paired up for the second round and so on. The probability that P4 reaches in the final, is

    A27
    B49
    C435
    DNone of these

Similar Questions