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Binary Search Tree. What is the height of a BST? * log(n) nlog(n) n 2^n n^2 If the height of a BST is 4, how
Binary Search Tree.
What is the height of a BST? * log(n) nlog(n) n 2^n n^2 If the height of a BST is 4, how many possible nodes are in the BST?* 15 64 2^8 31 63 What is the average case performance of the methods of a BST?* n n^2 log(n) 2^n e^nStep by Step Solution
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