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Question: Think about the following two scenarios (1) two computers are connected to a LAN using a total of 20-feet of cable, and (2) two computers are connected over the Internet and are 8000 miles from each other. Now imagine that the two computers in each scenario need to exchange 1000 messages between themselves in order to transfer some information, such as a file. What can you speculate regarding the time required to perform the transfer in each scenario? Explain your reasoning and support it with estimated calculations.
Create the O(|V | + | E |) time algorithm which, given times ti and the dependencies, determines minimum time required to complete all the tasks.
Discuss and define normalization and what are the basic steps of the normalization process?
Single grain of wheat was to be placed on the first square of chess board, two on second, four on third, eight on the fourth, and so on, until all 64 squares had been filled. What would ultimate result of this algorithm have been?
Recognize at least two data structures which are used to organize typical file cabinet. Why do you feel it is essential to emulate these types of data structures in computer program?
Announce a new Villian called sharpay who has a wit of 24, a stealth of sixteen, and who has currently claimed three victims: Chad, Troy, and Gabriella.
Analyze the given properties of BFS and DFS for Acyclic Tree without making any assumptions. Optimality, Completeness.
Create a divide and conquer algorithm to solve problem. The time complexity of your algorithm must be O(nlgn) or better.
You are given a DAG called G which is the prerequisite graph for a set of courses required for a degree. Each vertex corresponds to course. Provide a high-level description of algorithm which labels each vertex in G with minimum number of semesters..
Write an algorithm to calculate the volume of water in cubic feet, flowing through pipe of diameter d in feet, with a velocity of v feet per second.
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)..
For inputs of size n, insertion sort runs in 8n 2 steps, where as merge sort runs in 64* nlog base 2 n steps. For which values of n odes insertion sort beat merge sort?
Using only asymmetric encryption algorithms write down any steps taken by Bob which permit him to read the message.
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