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Given a rod of length n inches and an array of prices that contains prices of all pieces of size smaller than n.
Determine the maximum value obtainable by cutting up the rod and selling the pieces.
For example, if length of the rod is 8 and the values of different pieces are given as following, then the maximum obtainable value is 22 (by cutting in two pieces of lengths 2 and 6)
Does a view occupy space in the database? In other words, does a view contain any data
Question 1. Explain five types of information systems, and give an example of each. Question 2. Describe three common reasons for a systems request. Try and find one not listed in the text.
count Halstead's ry1 and ry2. Calculate ry and N. Count all strings as occurrences of one operand called ‘‘string.''
Prove that no asynchronous t-Byzantine-robust broadcast algorithm exists for t=N/3. Prove that during the execution of Algorithm 14 .6 at most N(3N + 1) messages are sent by correct processes.
Discuss how does a programmer typically get access to a Graphics object when coding an applet?
Since Napster is going out of business, you have decided to begin your own on line music sharing site. You will give individual music documents at your site.
question 1a explain the meaning of each of the following pointer declarations-i float a -0.137float pa ampaii double
Define a recursive function count
Which parts of the assignment were you not able to complete fully? For each, explain why you were unable to complete this part and what steps you took to attempt to complete it. Give me as much detail as possible such that I may award partial cred..
Write briefly about he Computer System Components. Diferentiate losles and losy algorithms
All vertices according to their type (head, neck, shoulder, hip, front foot or rear foot). Note that as adjacency matrix has n2 entries, you can't scan entire matrix in O(n) time. Describe how algorithm works.
Two CSMA/CD stations are each trying to transmit long documents. After each frame is sent, they contend for the channel using the binary exponential backoff algorithm.
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