What’s the case mainly about? The case is mainly about how Cathay Pacific to manage aviation spare part and optimal its aviation spare part management process‚ so as to reduce the huge cost by on this. Cathay Pacific is one of the leading companies in the airline industry‚ however‚ it also suffer from the high cost in managing spare part inventory. Cathay Pacific was founded in 1946‚ which provide only a few route with a small passenger plane at that time. It is a company that is innovative on using new
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Si4010-Key Fob-DK Si4010 K EY F O B D EVELOPMENT K IT U SER ’ S G UIDE 1. Key Fob Development Platform The Si4010 key fob development platform is a flexible platform for comfortably developing software and testing the whole system using the Silicon Laboratories software development IDE. The platform also allows programming of the NVM on chip. The kit has two versions: one for the 434 MHz band (P/N 4010-DKKF_434) and one for the 868 MHz band (P/N 4010-DKKF_868). 1.1. Kit Content Table 1. Kit
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“Stateline Shipping and Transport Company” 1. In Excel‚ or other suitable program‚ develop a model for shipping the waste directly from the 6 plants to the 3 waste disposal sites. White water Los Canos Duras Availability Kingsport $12.00 $15.00 $17.00 35 Danville $14.00 $9.00 $10.00 26 Macon $13.00 $20.00 $11.00 42 Selma $17.00 $16.00 $19.00 53 Columbus $7.00 $14.00 $12.00 29 Allentown $22.00 $16.00 $18.00 38 Capacity 65 80 105 223 The objective of the problem is to develop a shipping schedule
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ng EXPORT-IMPORT BANK OF INDIA OCCASIONAL PAPER NO. 142 INDIAN SHIPPING INDUSTRY: A CATALYST FOR GROWTH Exim Bank’s Occasional Paper Series is an attempt to disseminate the findings of research studies carried out in the Bank. The results of research studies can interest exporters‚ policy makers‚ industrialists‚ export promotion agencies as well as researchers. However‚ views expressed do not necessarily reflect those of the Bank. While reasonable care has been taken to ensure authenticity
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1. Formulation of the Problem The Stateline Shipping and Transport Company wanted to transport industrial wastes from the 6 plants to the 3 waste disposable sites. The problem can be represented in as a Transportation table as shown below. Our problem is to find roots to disposable sites‚ such that the cost of transportation is minimized.. White water Los Canos Duras Availability (bbl) Kingsport $12.00 $15.00 $17.00 35 Danville $14.00 $9.00 $10.00 26 Macon $13.00 $20.00 $11.00 42 Selma
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Strayer university | Stateline shipping and Transportation Company | [Type the document subtitle] | | | 9/3/2012 | | 1. Objective function: Min Z= 12Xkw + 15Xkl + 17Xkd + 14Xdw + 9Xdl + 10Xdd + 13Xmw + 20Xml + 11Xmd + 17Xsw + 16 Xsl + 19Xsd + 7Xcw + 14Xcl + 12Xcd + 22Xaw + 16Xal + 18Xad Supply from 6 plants: 35‚26‚42‚53‚29‚38 Demand from 3 waste sites: 65‚80‚105 2. Using POM QM to solve the problem‚ the cost for shipping the waste directly from the 6 plants to the 3
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Assignment #4: Case Problem "Stateline Shipping and Transport Company" Read the ’Stateline Shipping and Transport Company" Case Problem on pages 273-274 of the text. Analyze this case‚ as follows: In Excel‚ or other suitable program‚ develop a model for shipping the waste directly from the 6 plants to the 3 waste disposal sites. Solve the model you developed in #1 (above) and clearly describe the results. In Excel‚ or other suitable program‚ Develop a transshipment model in which each of the
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Assignment #4: Case Problem “Stateline Shipping and Transport Company” Courtney Boone June 10‚ 2012 MATH 540 Quantitative Methods Professor Gelonia Dent Rachel has estimated the cost of shipping a barrel of waste from each of the six plants to each of the three waste disposal sites as shown in the following table: Waste Disposal Site | | | | Plant | Whitewater | Los Canos | Duras | Kingsport | $12 | $15 | $17 | Danville | 14 | 9 | 10 | Macon | 13 | 20 | 11 | Selma | 17
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plant ‘i’ to the j-th waste disposal site‚ where i = 1‚ 2‚ 3‚ 4‚ 5‚ 6 and j = A‚ B‚ C. The objective function of the manager is to minimize the total transportation cost for all shipments. Thus the objective function is the sum of the individual shipping costs from each plant to each waste disposal site: Minimize Z = 12+ 15+ 17+ 14+ 9+ 10+ 13+ 20 +11 +17 +16 +19 +7 +14 +12 +22 +16 +18 The constraints in the model are the number of barrels of wastes available per week at each plant and the number
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CHAPTER ONE INTRODUCTION Rationale of the Study Containerization is a system of freight transport that transports trade goods from ports to ports. This system is based on a range of steel intermodal containers (also "shipping containers").These containers are built to standardized dimensions and can be loaded and unloaded‚ stacked‚ transported efficiently over long distances‚ and transferred from one mode of transport to another. Thus‚ it provided an economic way to ship 90% of the world
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