JET Copies Case Problem In analyzing the case, JET Copies Case Problem, the following categories will be addressed: Model number of days to repair 1. In Excel, use a suitable method for generating the number of days needed to repair the copier, when it is out of service, according to the discrete distribution shown. JET copies needs to know the number of days they need to repair, when the copy machine is out of service. Using the given table, there are three columns of probability
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………………………………………………………………….. 5 5. Multisim Simulation Results …………………………..………………………. 5 6. Experimental Procedure ………………………………………………… 6 7. Analysis of Results ..……………..…………………………………….. 6 8. Troubleshooting ….……..…………………………………………….. 6 9. Conclusion ..……………………………..…………………………….. 6 List of Figures 1. Resistor Circuit Schematic .………………………………….. 5 2. Multisim Simulation Circuit ………………………………………….. 6 3. Simulation circuit ..…. ………………………………………….. 7 List
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Chapter 51. Enhancing Patient Safety in Nursing Education Through Patient Simulation Carol Fowler Durham, Kathryn R. Alden Background The alarming rise in morbidity and mortality among hospitalized patients throughout the United States heightens concerns about professional competency.1 Nurses and other health care professionals are under increased scrutiny to provide safe, effective care. Likewise, nursing education programs are faced with increased pressure to produce graduates who are
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#1 Days-to-repair Terri was able to gather data from the college which allowed them to develop a table for the probability distribution of the wait for repair services on JET’s copier. To model the probability of wait times in the JET Copies simulation, the JET partners generated a random number representing the probability of an occurrence of a breakdown. They then programmed a VLOOKUP function to match this breakdown probability to the corresponding “Repair Time in Days” column of the table
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Simulation 2 Write-Up During the simulation there were many different factors leading to varying results. One of the biggest causes for variation was in the performance of the worker. The worker had the impression that they were under a time constraint. The performance of the worker was usually kept constant until the last 5 or 10 drawings of cards, which is when the worker felt the pressure to draw cards faster. Another cause of variation was the shuffling of the worker. If the worker didn’t
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keep it secured. Students can access a description of the first assignment at http://sc.responsive.net/sc/low/Assign1 . Students can access a description of the second assignment at http://sc.responsive.net/sc/low/Assign2 . Once the simulation begins, students can access their teams at http://sc.responsive.net/sc/low/entry.html and begin playing. FAQs are available at: http://responsive.net/gameFAQ.html Game 1 The 2-years historical data will be released when the game starts.
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TOPICS IN AD HOC AND SENSOR NETWORKS Simulations in Wireless Sensor and Ad Hoc Networks: Matching and Advancing Models, Metrics, and Solutions Ivan Stojmenovic, University of Birmingham and University of Ottawa ABSTRACT The objective of this article is to give advice for carrying out a proper and effective simulation activity for protocol design. It challenges some of the existing criticisms of simulation practices that emphasized validation aspects. This article advocates the use of simple
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Interpretation of Modeling and Simulation Can there be a better fit for a company out there that uses Microsoft Excel to conduct modeling to simulate their business growth other than Microsoft itself? Microsoft has made billions of dollars selling their Microsoft Office Suites and their home computer operating systems around the world. They have become one of the largest and well known companies in the world. The way that I see it, is that Microsoft’s business model, in a nutshell, is
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Monte Carlo Simulation Tutorial This tutorial shows how to use Microsoft Excel to develop Monte Carlo simulations without the use of add-ins or special software (such as @RISK or Crystal Ball). (Note, however, that there are some important advantages of using these dedicated software packages.) After completing the tutorial you should have a sufficient understanding of Monte Carlo concepts and Excel capabilities to begin building your own Monte Carlo simulations applied to a wide range of business
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The Hoylake Rescue Squad receives an emergency call every 1, 2, 3, 4, 5, or 6 hours, according to the following probability distribution: Time Between emergency Probabilities Calls (hours) 1 ……………………………………..0.05 2 ……………………………………..0.10 3 ……………………………………..0.30 4 ……………………………………..0.30 5 ……………………………………..0.20 6 ……………………………………..0.05 1.00 The squad is on duty 24 hours per day, 7 days per week. a. Simulate the emergency calls for three days (note that this will
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