Voting Suppose that the votes of n people for different candidates (where there can be more than two candidates) for a particular office are the elements of a sequence. A person wins the election if this person receives a majority of the votes. * Devise a divide-and-conquer algorithm that determines whether the two candidates who received the most votes each received at least n/4 votes and, if so, determine who these two candidates are.

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9. Voting
Suppose that the votes of n people for different candidates (where there can be more than two candidates)
for a particular office are the elements of a sequence. A person wins the election if this person receives
a majority of the votes.
* Devise a divide-and-conquer algorithm that determines whether the two candidates who received
the most votes each received at least n/4 votes and, if so, determine who these two candidates are.
(NOTE: Please elaborate and explain briefly and please do not provide or copy answer from the internet or from chegg.)
Transcribed Image Text:9. Voting Suppose that the votes of n people for different candidates (where there can be more than two candidates) for a particular office are the elements of a sequence. A person wins the election if this person receives a majority of the votes. * Devise a divide-and-conquer algorithm that determines whether the two candidates who received the most votes each received at least n/4 votes and, if so, determine who these two candidates are. (NOTE: Please elaborate and explain briefly and please do not provide or copy answer from the internet or from chegg.)
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