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Write pseudocode for an iterative algorithm that determines a DFS spanning tree for an undirected graph. Base your algorithm on the traversal algorithm dfs.
What were the beliefs of Moor and Finnis. How were they similar and how were they different. Explain if they would apply to users of cyberspace. If they do explain how, if they do not explain how and support your work.
So far we have been concerned with measuring performance of classifiers. I.e. systems which forecasts nominal variables. Describe about systems which make numeric predictions?
Write a 500-word paper that explains what an RFC is, what an Internet Draft is, what organization produces these documents, and the process that is followed to produce these documents.
Write a recursive method that converts an integer into its English language Equivalent. intToEnglish(4500007) -> four million five hundred thousand seven
Create a new table using the column structure - From the l_foods table, list the description and price values of the following foods: hamburger, french fries, and soda. Sort the rows by description.
Consider a device of 50MBPS is operated in cycle stealing mode of DMA as and when 8byte word is available. It is transferred into the memory in 40ns. What is the percentage of time processor is blocked due to DMA.
Write and explain three recent laws dealing with computer crimes.
Are the non-finitely-describable languages closed under concatenation? Kleene closure? Complementation? Union?
Given a string S of lowercase English letters, write a program to find the longest magic string than can be obtained by removing some letters of S. If there are more than one solutions, choose the longest magic string which is lexicographically small..
Multiplexors whose control bit allows you to select between one of two modes right shift or left shift. Include logic to perform arithmetic shift left and arithmetic shift right . This means you must include logic to perform sign extension in ..
What purposes do CPUs, memory and I-O devices individually serve in a computer system
Let problem of generating a set of (linearized) schedules for a set of partially ordered atomic actions. If there are n actions that all have to be performed, determine the smallest number of schedules which might be generated. What about the large..
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