Question: Problem 1. Fill in the blanks regarding the worst-case running times for the following algorithms and functions on a binary search tree with n nodes

Problem 1. Fill in the blanks regarding the worst-case running times

for the following algorithms and functions on a binary search tree with

Problem 1. Fill in the blanks regarding the worst-case running times for the following algorithms and functions on a binary search tree with n nodes and height h The running time of insertion is ( function of n and h . The running time of function max in Problem 1 of pqTREEI is e function of n and h . The running time of function after in Problem 2 of pqTREEl is e function of n and h . The running time of function fill_sorted in Problem 3 of pqTREEl is e) function of n and h Problem 2. Determine the truth of the following statements about BSTs with n nodes and height h. The worst-case time of searching is (n + h) The worst-case time for printing all elements is (n). The worst-case time for insertion is (log(n)) log2(n) hsn True True True True False False False False

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