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Problem
1. Write a probabilistic algorithm that determines whether an array of n elements has a majority element (the element that appears the most). Analyze your algorithm and show the results using order notation.
2. Suppose a very large sorted list is stored in external storage. Assuming that this list cannot be brought into internal memory, develop a searching algorithm that looks for a key in this list. What major factor(s) should be considered when an external search algorithm is developed? Define the major factor(s), analyze your algorithm, and show the results using order notation.
Suppose that an element is known to be among the first four elements in a list of 32 elements. Would a linear search or a binary search locate this element.
Use data to design and populate a course table. Designate the CourseID field as a Primary Key and permit your database to automatically produce a value for this field.
Compute the entropy of the plaintext message?
Divide 16 digit value N by six digit integer D obtaining quotient Q and remainder (or sign of the remainder) R by division algorithms.
Write an algorithm that takes a sequence of real numbers s and its length n and returns the absolute value of the average of these numbers.
Describe a most efficient algorithm to implement the algorithm for count(x, y). Derive the time complexity for your algorithm.
Determine the centroids for the six departments in the layout pictured in Figure using the methods outlined.
Prove that 2n-1 comparisons are necessary in the worst case to merge two sorted lists containing n elements each.
Write a program to implement the inverted file shown in the slides (Simple Index file, LabelID file and Data file). Use the Avail_List to point at the deleted Label IDs so that their spaces can be re-used for new records. Insert the example data in..
Acme Inc. is making next generation financial tracking program, and Alice has been provided the task of writing encryption component.
question 1a explain the meaning of each of the following pointer declarations-i float a -0.137float pa ampaii double
Show how to compute the depth of a tree with the Update algorithm. Show that the Update algorithm can be used for election and computation of a breadth-first search spanning tree by giving an appropriate path-cost function.
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