Question: 12. Suppose we implement a priority queue using a balanced binary search tree (balanced BST). INSERT is done in the same way as it's done

12. Suppose we implement a priority queue using a balanced binary

12. Suppose we implement a priority queue using a balanced binary search tree (balanced BST). INSERT is done in the same way as it's done in a balanced BST; FIND-MIN is done by repeatedly traversing down the left branches starting from the root; EXTRACT-MIN is done by using the FIND-MIN function and then deleting the found value. The worst case runtime for the most expensive of the following operations: INSERT, FIND-MIN, EXTRACT-MIN is: O 0(1) O(log n) O(n) O on log n)

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