Question: Let us say we have an O(n)-time algorithm to find the median of an unsorted array. We then use this algorithm in a Quicksort implementation
Let us say we have an O(n)-time algorithm to find the median of an unsorted array. We then use this algorithm in a Quicksort implementation such that the median is first identified and then used as pivot. What will be the worst case time complexity of this modified Quicksort? a. O(n logn logn) b. 0(n? logn) C. O(n log n) d. 0(n)
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