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Part A : What is the average case time complexity for linear search on a sorted array? Explain (and/or draw a diagram).
Part B: Assuming that each new element/node must be added starting from the head, what is the average case time complexity to add n values to a linked list that that is initially empty and that will have its values sorted from smallest to largest. Explain (and/or draw a diagram).
Part C: What is the best case time complexity to delete a value from a full BST? Explain (and/or draw a diagram).
Part D : An O(nlogn) algorithm (e.g. mergesort) will always run faster than an O(n2 ) algorithm (e.g. selection sort) for all values of n. True or False? Explain.
Part E : An implementation of quicksort has its worst case of O(n2 ) for an inverse sorted array (e.g. from largest to smallest). What case will it be for an already sorted array (e.g. from smallest to largest)? Explain.
Binary search tree, and postorder and preorder traversal Determine the shortest path in Graph
ICT is defined as the term of Information and communication technologies, it is diverse set of technical tools and resources used by the government agencies to communicate and produce, circulate, store, and manage all information.
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