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A. Find the prime factorization of 7007. Also describe and show how you find it in step by step.
B. Please give the definition of Euler's Totient function correctly and clearly as well as concisely.
C. Determine the value ø (41) and ø (231). (Note: ø (n) is Euler's Totient function)
D. What is the difference between an index and a discrete logarithm?
E. Describe in general terms an efficient procedure (step by step) for picking a prime number.
F. What are the principal elements of a public-key cryptosystem?
G. What are the roles of the public and private key?
H. Perform encryption/decryption for the following given conditions by using RSA algorithm in Section 9.2 of the textbook.
p = 3; q =11; e = 7; M = 5;
Convert the following numerical arithmetic expression into reverse Polish notation and show the stack operations for evaluating the numerical result.
Give the pseudocode and flowchart that would show how one of the additional data structures could be implemented to search data.
Prove that you should not also use the greedy strategy. That is, show that thereis a game that you can win, but only if you do not follow the same greedy strategy as Elmo.
question 1write the selection sort algorithm as a template function using the less than operator to compare two
The objective of this lab is to simulate and evaluate a virtual memory system, and experiment with different page replacement algorithms. You will need a threads package, e.g., pThreads thread package
Define a structure type to represent a single CD. The year must be stored as an integer, all other fields should be strings. Because memory space will be an issue you may not assume a length for the string fields, but must dynamically allocate app..
For each part of this problem, assume the "before" values when the given instruction is executed. Give the requested "after" values.
Write a pseudocode for divide-and-conquer algorithm for finding the position of the largest element in an array of n numbers
Suppose now there are three users. Find the probability that at a given time, all three users are transmitting simultaneously. Find the fraction of time during which the queue grows.
Their priorities are 2, 3, 1, 5 and 4, respectively, with 1 being the highest priority. Specify the order in which processes execute and determine the mean process turnaround time for each of the scheduling algorithms.
you will now look at stacks and queues using linked lists. complete the following for this assignment1 create a
part-1greatest common divisor show a recursive implementation of euclids algorithm for finding the greatest common
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