Problem regarding the slate of candidates

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Suppose that each person in a group of n people votes for exactly two people from a slate of candidates to fill two positions on a committee.The top two finishers both win positions as long as each receives more than n/2 votes.

a) Devise a divide-and-conquer algorithm that determines whether the two candidates who received the most votes each received at least n/2 votes and, if so, determine who these two candidates are.

b) Use the master theorem to give a big-O estimate for the number of comparisons needed by the algorithm you devised in part (a).

Reference no: EM13969093

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