Question 33
You have $128$ teams in a single elimination tournament. The Engineers and the Crimson are two of these teams. Each of the $128$ teams in the tournament is equally strong, so during each match, each team has an equal probability of winning.
Now, the $128$ teams are randomly put into the bracket.
What is the probability that the Engineers play the Crimson sometime during the tournament?
Now, the $128$ teams are randomly put into the bracket.
What is the probability that the Engineers play the Crimson sometime during the tournament?