International Journal of Application or Innovation in Engineering & Management (IJAIEM) Web Site: www.ijaiem.org Email: editor@ijaiem.org, editorijaiem@gmail.com Volume 1, Issue 2, October 2012 ISSN 2319 - 4847 AN ANALYSIS OF THE CUSTOMER SATISFACTION: A CASE STUDY OF BANK SERVICE Haeryip Sihombing1, Parahsakthi Chidambaram2 and Kannan Rassiah3 1 Fakulti Kejuruteraan Pembuatan (FKP), Universiti Teknikal Malaysia Melaka (UTeM), Main Campus – Durian Tunggal, 17609 – Melaka, MALAYSIA 2
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On Accounting Flows and Systematic Risk Neil Garrod University of Glasgow Dusan Mramor University of Ljubljana Address for correspondence: Neil Garrod, Department of Accounting and Finance, University of Glasgow, 65-71, Southpark Avenue, Glasgow G12 8LE, Scotland, U.K. Tel: 00-44-141-330-5426 e-mail: n.garrod@accfin.gla.ac.uk On Accounting Flows and Systematic Risk Abstract The body of
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Problem 1: Binomial Trees and Real Options Suppose that the spot price, 6-month forward price, 12-months forward price and 18-months forward price for wheat are 250, 260, 270.4 and 281.216 cents per bushel, respectively.[1] A farmer has a project that involves an immediate expenditure of $20,000 and a further expenditure of $90,000 in six months. The farmer collects two wheat harvests per year, and if this project is implemented, it will increase wheat that is harvested and sold by 20,000 bushels
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DISCUSSION/CONCLUSION: The first culture’s results were found with the help of the unknown chart, handed out by the instructor. The unknown tube, #125, was isolated in order to grow two separate cultures. However, a problem was faced after the isolation was incubated. The plate was contaminated and had more than two different bacterium’s growing. A second isolation was completed and when observed there were only two bacteria’s growing. After isolating one of the bacterium a Gram stain was performed
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Algebraic and combinatorial techniques of knot theory based on arc colouring By Ayodele Arubi Advisor: Dr. Alexei Vernitski A project submitted in partial fulfilment of the requirements for the Degree of Bachelor of Science with Honours in Mathematics University of Essex Colchester, Essex April 2015 Contents Abstract 4 Dedication 4 Acknowledgments 4 Introduction 5 The history of Knot theory 5 Brief history of knot theory 5 Development of the Knot Theory in Physics
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test (1) [pic] (2) [pic] (3) Styrene is hydrogenated to ethyl benzene in the gas phase at 600 K and 1 bar with a reactor feed ratio of 3 moles H2 per 1 mole styrene. What is the equilibrium composition of the three components? C6H5CH=CH2 + H2 ( C6H5CH2CH3 ΔGf° = -19.84 kcal/mol ΔHf° = -29.5 kcal/mol R = 1.987 kcal / (mol K) ln(K298) = -ΔGf°/RT ( K298 = exp(-ΔGf°/RT) = exp(19.84 /(1.987x10-3)/298) = 3.562x1014 K600 = K298
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Deviance and Society Unit 8 Paper: Institutions and deviance Monday, June 18th, 2012 How the Institution Handles Deviants Institutions have made systems, regulations, and rules in an effort to make those who we define as a deviant restrict such behaviors. To manage deviance institutions use restraints, medicalizations, rules, pass them along, punishment, ignore them, hide them, fix them, isolate them, sort them, and challenge/undermined them. Medical institutions for the mentally ill can
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9? A complete graph on n vertices is Kn n vertices v1, v2, . . . , vn with an edge for each pair of distinct vertices a. P3 no pair of vertices b. not complete c. not complete d. K2 or C2 e. C5 not complete Largest induced Kn is K2. 10. What can you say about a five vertex simple graph in which every vertex has degree four? Five vertices *4 degrees = 20 edges V = {1, 2, 3, 4, 5} E = {(1,2), (1,3), (1,4), (1,5), (2,1), (2,3), (2,4)
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− y(xi )) where y = a1 x + a0 is the line we fit the data with. Then we can take a norm of this error vector and our goal would be to find the line which minimizes this error vector. Of course this problem is not clearly defined because we have not specified what norm to use. The linear least squares problem finds the line which minimizes this difference in the ℓ2
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failure there can be no success!”, this can be backed up with the experiences of Greg Mortenson, the co-founder and executive director of the non-profit Central Asia institute. Mortenson was climbing one of the highest peaks in the world called the K2 summit when he came across a village in the country of Pakistan. Here he had new customs and traditions to account for. He learned how important praying as a community was and how the community came together for many daily activities. It was important
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