⚡ Build the skills to land top-paying quant jobs. Offer ends in 25d 05h 36m 58s25 days 5 hours 36 minutes 58 seconds.
Amy, Bob, and Kathy are candidates in an election.
The first-choice vote finishes in a three-way tie.
To try to break the tie, the voters' second choices are counted, but the second-choice vote also finishes in a three-way tie.
Amy proposes the following procedure:
Assume the number of voters is odd, so no head-to-head election can tie.
Assume every voter has a strict ranking of all three candidates and votes in each head-to-head election according to that ranking.
Bob says this procedure is unfair because it favors Amy over both Bob and Kathy.
Subproblem A
Is Bob right?
Subproblem B
Given the two tie conditions, can any candidate beat both of the other candidates head-to-head (a non-cyclic outcome)?
Subproblem C
Who wins under Amy's procedure if the pairwise preferences form a cycle?
For your submitted answer, choose the statement that best answers Subproblem A.