Question: NEED ALL STEPS. Thanks in advance! Given an array s = (s[l], s[2], ..., s[n]). and n = 2^d for some d > 1. We

NEED ALL STEPS. Thanks in advance! Given an array s =

NEED ALL STEPS. Thanks in advance!

Given an array s = (s[l], s[2], ..., s[n]). and n = 2^d for some d > 1. We want to find the minimum and maximum values in s. We do this by comparing elements of s. The "obvious" algorithm makes 2n - 2 comparisons. Explain. Can we do it better? Carefully specify a more efficient divide-and-conquer algorithm. Let T(n) = the number of comparisons your algorithm makes. Write a recurrence relation for T(n). Show that your recurrence relation has as its solution T(n) = 3n/2 - 2

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