Question: Problem 3: Given a set of numbers (Q1,...,an) develop an algorithm to find the largest and the second largest number in the set with at

Problem 3: Given a set of numbers (Q1,...,an) develop an algorithm to find the largest and the second largest number in the set with at most 1.5n comparisons. Analyze your algorithm to prove that the algorithm never requires more than 1.5n comparisons. For simplicity, you may assume that n is a power of 2

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