PROBLEM SET # 1 Instructions: 1) Open book‚ open notes limited to only class materials. 2) Unlimited time. 3) This must be reflective of your individual effort. GMU Honor Code applies. 4) The Problem Set #1 (only the question solutions portion) is due at the end of the day on September 24th. 5) Show all work‚ as partial credit will be given for each question’s answer. Organize your work so it is easy to follow. You can use word‚ power point‚ excel or combinations
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Josh Copeland Professor Patton ENGL 1020M06 19 Feb. 2014 The Initiation Becoming an adult does not happen in a day. This process takes years of maturing and developing a brain that is capable of making smart life decisions. In the short stories “Stepdaughters” by Max Apple and “A&P” by John Updike‚ two young adults are put in difficult situations and forced to overcome them by making their own choices. In “Stepdaughters”‚ Stephanie‚ a high school student athlete struggles with her relationship
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42401 Project Assignment 1 Scheduling of the Central Security Checkpoint GAMS and Excel This report has been generated using GAMS as the solver and then Excel to process and visualize the results. In GAMS‚ two sets has been used. One set for the shifts‚ and another for the timeslots. Since in GAMS it is not allowed to have “.” or “‚” in a set name‚ the timeslots has been denoted 4:30=45. A file which holds all the parameters has
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Interfaces and Communication Messages CheckPoint Table Top-level Object | Communicates With | Incoming Messages | Outgoing Messages | Graphical Interface/Central Computer | Communicates with the door‚ microwave generator‚ and table spinner | Incoming messages are from the user‚ i.e. power‚ timing‚ etc.‚ also from the door which tells the GUI if the wave generator is safe to go on | Outgoing messages tell the generator to begin making the waves‚ the table spinner to spin‚ and displays things
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Essay 1 Set And Subset of Assemblages Devanshi Purohit Each assemblage is an emergent entity which can combine with others to produce ever larger assemblages; both assemblages and their component parts are thus characterized by reciprocal relations of exteriority (Parr‚ 2005). This statement poses a question that whether it can be considered that each assemblage is made up of smaller assemblages as well as there is a larger universal assemblage that each assemblage is a part of. Robert
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Week 4 Checkpoint March 17‚ 2013 XACC/290 Resource: Ch. 4 of Financial Accounting Complete Exercise BE4-1. Complete Problems 4-2A & 4-3A. BE4-1: |Cash |Net Income | |-$100 |$0 | |-$20 |$0 | |+$1‚300 |$1‚300 | |+$800 |$800 | |-$2‚500 |$0 | |-$600 |$0 | | |
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One: (10 points) Tom leases a farmer’s field and grows pineapples. Tom hires students to pick and pack the pineapples. The following table sets out Tom’s total product schedule. Labor (students) Total Products (pineapples/per day) 0 0 1 100 2 220 3 300 4 360 5 400 6 420 7 430 1. Calculate the marginal product of the third student; 2. Calculate the average product of three students; 3. Over what numbers of students does marginal product increase? 4. When marginal
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CheckPoint: TXJ Companies TJX was still using the old Wired Equivalent Privacy (WEP) encryption system‚ which was not hard for the hackers to figure out. One weakness was poorly secured computer kiosks located in many of TJX’s retail stores‚ which let people apply for jobs electronically. These same kiosks also provided access to the company’s internal corporate network. TJX could have switched to the more secure Wi-Fi Protected Access (WPA) standard with more complex encryption. TJX had also
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Week 4 Checkpoint Detecting Plagiarism Q: Response to Results The results of the paper‚ Lab Courses Go Virtual‚ came back with 98% similarity of plagiarism. This result defiantly exceeds the maximum amount allowed in regards to plagiarism. If I were the student‚ I couldn’t look my instructor in the eye or in this case respond to any correspondence with a clear honest and complete reason as to why I would have done something so deceitful as to copy some else’s work. My course of action toward
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360 · 1024 = 671‚088‚640 bits. 2. How many bits are in 1 Tb? You are asked to figure out the exact result. Hint: Depending on the tool used to calculate this‚ you may need to use a trick to get the exact result. Note that 220 = 1‚000‚00010 + d‚ where d is the difference between 220 and 1‚000‚00010‚ and that 1T = (1‚000‚00010 + d)2 8 bits/byte => 8 · 1 trillion or 812 => 8‚000‚000‚000‚000 3. Convert the binary number 1010110.1001 to decimal. 64 32 16 8 4 2 1 .5 .25 .125 .0625
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