What is the worst case time complexity of the binary tree sort?(a) O(n)(b) O(nlogn)(c) O(n^2)(d) O(logn)I got this question during a job interview.Question is taken from Sorting in section Sorting of Data Structures & Algorithms II

What is the worst case time complexity of the binary tree sort?(a) O(n

1.	What is the worst case time complexity of the binary tree sort?(a) O(n)(b) O(nlogn)(c) O(n^2)(d) O(logn)I got this question during a job interview.Question is taken from Sorting in section Sorting of Data Structures & Algorithms II
Answer» CORRECT answer is (c) O(n^2) EXPLANATION: For the binary tree sort the worst case when the BST constructed is unbalanced. BST gets unbalanced when the ELEMENTS are already sorted. So, in the worst case, O(n^2) time is required to built the BST and O(n) time to traverse the tree. THEREFORE, the worst case time complexity is O(n^2) + O(n) = O(n^2).

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What is the worst case time complexity of the binary tree sort?(a) O(n)(b) O(nlogn)(c) O(n^2)(d) O(logn)I got this question during a job interview.Question is taken from Sorting in section Sorting of Data Structures & Algorithms II

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