Draw an E-R diagram with all appropriate notation for the following situation. In a particular fruit-growing region there are a number of orchards. Each ORCHARD is identified by its LOCATION. In general, each orchard contains a large number of trees (assume that an orchard must contain at least one tree). A TREE entity has the a
Consider an n-node complete binary tree T, where n=2^d - 1 for some d. Each node v of T is labeled with a real number x_v. You may assume that the real numbers labeling the nodes are all distinct. A node v of T is a local minimum if the label x_v is less than the label x_w for all nodes w that are joined to v by an edge. You
A Gantt chart is a very useful tool for analyzing and planning such complex projects. They: I. Help you to plan out the tasks that need to be completed II. Give you a basis for scheduling when these tasks will be carried out III. Allow you to plan the allocation of resources needed to complete the project, and IV. Help you
Your job is to support the desktop computers in a small company of 32 employees. A consulting firm is setting up a private Web server to be used internally by company employees. The static IP address of the server is 192.168.45.200. Employees will open their Web browser and enter personnel.mycompany.com in the URL address box to
A binomial tree of height O, Bo is a one node tree. A binomial tree of height k, Bk is formed by attaching a binomial tree, Bk-1 to the root of another binomial tree another binomial tree Bk-1. Prove that a binomial tree Bk has 2to the power k nodes.
Browse the Web to find examples of the following site structures (A. Linear and B. Hierarchical) and describe how the content fits the structure. Explain how the chosen structure adds to or detracts from the effectiveness and ease of navigation of the site. Determine whether the site provides sufficient navigation information.
Discuss inheritance properties for object oriented programming and its impact on software testing techniques.
:, Write a 3 to 5 page paper summarizing your experiences of working with Document Object Model and XML . Then prepare Screen Shots of your efforts. Write a 1 page paper discussing your impressions of the XML Eclipse tools. Include your screen shots and 1 to 2 page paper with the paper from requirement 1 describing XML standards
Hi, I need assistance in writing 500-600 words on quality and reliability - they are related concepts but are fundamentally different in a number of ways. Discuss them. Regards, Vishnu Vandana
----------- Show that if binary tree T is full at level i, then it is full at every level j smaller than i. --------------- Show that the depth of the complete binary tree Tn for a general n is given by D(Tn) = [log2n]. See attached for better format. ------------ Using induction, give a direct proof of Propo
In reference to the Object Identifier tree a. What do you expect the subject of the standard 1.2.840.113549 to be? (Make a guess). b. Where in the tree would a new Microsoft file format for a new product be placed?
Java programmers can use class hierarchies for the purposes of inheritance. For example, given a Tree class, we could define Conifer and Deciduous sub classes that inherit from the parent Tree class as you can see here: See attached file for full problem description.
The sum of n k-bit numbers can be computed by a combinational arithmetic circuit as follows. Assume that n is an exact power of 2. The circuit consists of a complete binary tree of ripple-carry adders, in which each node in the tree adds two numbers and produces a sum which is fed to its parent. The n/2 leaves of the tree inp
I wrote the derivation, but don't know if it correct. I also need a parse tree.
Premium Airlines has recently offered to settle claims for a class-action suit, which was originated for alleged price fixing of tickets. The proposed settlement is stated as follows. Draw a decision tree for this situation. Initially, Premium Airlines will make available to the settlement class a main fund of $25 million in
In English like pseudo-code, or structured English -- just to make sure everyone can read it; write an algorithm to determine if a string is a palindrome. A palindrome is a word or phrase that is spelled the same whether you are reading it forwards or backwards (ex. race car, Madam I'm Adam). Your algorithm should ignore spaces
(See attached file for full problem description) --- Implement the database in MS access with Relationships, tables, keys, indexes and a view(query) that duplicated the spreadsheet and list all functional dependencies and assumptions used to design and implement the database. ---
The edge connectivity of an undirected graph is the minimum number <i>k</i> of edges that must be removed to disconnect the graph. For example, the edge connectivity of a tree is 1, and the edge connectivity of a cyclic chain of vertices is 2. Show how the edge connectivity of an undirected graph G = (V, E) can be determined b
Assume we have a network of nodes connected via point to point links, and a source S sends a message that will be broadcast to all nodes using Reverse-Path-Flooding. Assume that routers do not keep track of broadcast messages they have seen earlier. Assume also that routing tables change frequently, however, when a node chang
Discuss and assess two reasons a backbone internet company might not peer with another backbone provider.
Why has a language like LISP become so dominant in the field of Artifical Intelligence?
Hi Please find correct answer and explain. Question: Consider the Huffman tree where the character frequencies are: Freq(A)=16, Freq(B)=8; Freq(C)=4;Freq(D)=2;Freq(E)=1;Freq(F)=1. The total length of the encoding with the above frequencies and the derived Huffman tree is: Answers: a) 62 b) 63 c) 64 d)
Hi I would appreciate if you could say if the statement below is TRUE or FALSE and explain why. Given a graph G, we might start a DFS from two different vertices, u and v. Any back edge in the DFS starting from u is also a back edge in the DFS starting from v.
) Assume the following alphabet with eight symbols, where each symbol has the listed probability of occurrence. Symbol Probability of Occurrence 000 .15 001 .1 010 .05 011 .4 100 .025 101 .02 110 .005 111 .25 (a) Assuming that symbols are compressed using Huffman Coding and that the most likely symbol is encoded as
Whenever the pointer of a list or a tree is manipulated, the procedure that performs this operation must be considered to be in a critical section. Please explain why the above statement is true and what the cause of that need is.
Among other things, a binary search tree can be used for sorting data elements. This project is to randomly generate a sequence of integer numbers, insert the first 20 distinct numbers into a binary search tree, and finally produce an in-order listing of the tree.
Among other things, a binary search tree can be used for sorting data elements. This project is to randomly generate a sequence of integer numbers, insert the first 20 distinct numbers into a binary search tree, and finally produce an in-order listing of the tree. You are provided with the declarations and two functions for bina
Question: (a) Based on the following scenario, describe one advantage and one disadvantage of each implementation of the ADT Table (using a binary search tree, ordered vector, or unordered vector). (Note that there is certainly more than one acceptable answer for this question.) "Consider an implementation of the University o
AVL trees are a good implementation of binary search trees. Show (step by step) the AVL trees formed by inserting the numbers 3, 11, 2, 9, 8, 12, 10, 5, 4, 7, 6, 1, 13.
Working with the binary search tree and complete tree and proving that it can be done for an arbitrary number of nodes.
Give an example of a binary search tree which is a complete tree. Can it be done for an arbitrary number of nodes? Prove your answer.
Suppose characters a, b, c, d, e, f, g, h, i, j, k have probabilities 0.01, 0.03, 0.03, 0.05, 0.05, 0.07, 0.09, 0.12, 0.13, 0.20, 0.22, respectively. Construct an optimal Huffman code and draw the Huffman tree. Use the following rules: a. Left: 0, right: 1 b. For identical probabilities, group them from the left to right.