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Design an algorithm to compute the union of two input sets given as arrays, both of size O(n). The output should be an array of distinct elements that form the union of the sets. No element should appear more than once. The worst-case running time of your algorithm should be O(n log n).
Write an algorithm for a program which will satisfy following requirements: - Asks a user how many numbers they want to calculate.
Draw a flowchart to print the average for each student in a class. Input. Input consists of student records each containing a student's name(STUDENT-NAME), score for first test(TEST), score for second test(TEST2), and score for third test(TEST3)..
Devise an algorithm that generates an access control matrix A for any given history matrix H of the Chinese Wall model. A significant portion of the grade for this problem involves your justification of your algorithm.
Addition and Subtraction of numbers in binary and round to the nearest decimal number with three significant decimal digits
Explain the following sorting techniques using appropriate algorithms- (i) selection sort (ii) bubble sort
Write down the sample code to create a Linked List and allocate storage space for a node Write down the algorithm to insert an item At the beginning of a linked list
Find the shortest path tree from every node to node 1for the graph of following figure using Bellman-Ford and Dijkstra algorithm.
Create a divide and conquer algorithm to solve problem. The time complexity of your algorithm must be O(nlgn) or better.
Communication A significant distinction between online and face-to-face classes lies in the area of communication.
Give the two input nodes after the graph has been built from the command prompt.
Describe an algorithm that finds a maximum feasible flow in G. Denote by MF(|V|, |E|) the worst-case running time of an ordinary maximum flow algorithm.
Implement a queue as a circular array as follows: Use two index variables head and tail that contain the index of the next element to be removed and the next element to be added.
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