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Using Java, design and implement an API EuclideanGraph for graphs whose vertices are points in the plane that include coordinates. Include a method show() that uses StdDraw to draw the graph. Then, modify the solution to create an API EuclideanDigraph for graphs whose vertices are points in the plane, so that you can work with graphical representations. *Assume that the digraph is represented in adjacency-list form.
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.
Assume two TCP connections are available over some bottleneck link of rate R bps. Both connections have a huge document to send in the similar direction over the bottleneck link
Make an application that either sums or averages rows or columns of a 2-dimensional array depending on user choices.
Describe the purpose of queue in breadth-first traversal? Assume you had function call displayAtDepthN, which when given tree and depth would display only nodes at that depth.
Write a C program which initially presents menu of choices for the user. Menu must consist of the following choices: Prepare the initial linked list of students and grades.
Calculate the median using as few queries as possible. Provide an algorithm which determines the median value using at most O(lg n) queries.
Explain how to determine such a line in O(n lg n) time. Provide the O(n^2 lg n)-time algorithm to pair Ghostbusters with ghosts in such a way that no streams cross.
How users and IT organizations must arm themselves against these attacks?
Prepare a spreadsheet to compute your projected total costs, total revenues, and total profits for giving seminar on cost estimating.
Create the graphical representation of Newick format tree given below. Label each leaf with appropriate sequence identifier, and label each branch with its appropriate length.
Explain and analyze the algorithm to determine the length of longest substring that appears both forward and backward in an input string T[1 . n].
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.
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