TEACHING ASSIGNMENT SYSTEM SESSION 2011/2012 FACULTY OF COMPUTING AND INFORMATICS TABLE OF CONTENTS INTRODUCTION 1 LITERATURE REVIEW 5 SOFTWARE REQUIREMENTS 11 SOFTWARE DESIGN 13 TESTING & IMPLEMENTATION 30 CONCLUSION 43 APPENDIX 45 Introduction Objective Why do we use Teaching Assignment System? Teaching Assignment System is used to help the lecturers and faculty to make assigning a course to a particular lecturer
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2. A club has 25 members. A.) a) How many ways are there to choose four members of the club to serve on an executive committee? 12650 B.) b) How many ways are there to choose a president, vice president, secretary, and treasurer of the club, where no person can hold more than one office? 303600 4. In how many different ways can five elements be selected in order from a set with three elements when repetition is allowed? 243 5. What is the probability that a fair die never comes up an even number
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Diese Form der Algebra beschäftigt sich mit mathematischen Aussagen und ihren Verknüpfungen. Dabei gelten Aussagen als mathematisch, wenn sie klar als wahr (w) bzw. falsch (f) zu bezeichnen sind. Wahre Aussagen werden durch einer "1" dargestellt, falsche durch eine "0". Beispiel: Eine mathematische Aussage wäre: 1. Innsbruck liegt in Tirol. (wahre Aussage) 2. Das Münchner Gymnasium hat 10000 Schüler. (falsche Aussage) Dagegen aber keine mathematische Aussage wäre: 1. Schule
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Espérance mathématique : Définition : de façon générale, l’espérance mathématique correspond à la moyenne des valeurs numériques pondérées avec la probabilité que ce réalise chacune de ces valeurs. Formule : E = p1xr1 + p2xr2 + p3xr3 + … + pnxrn Où p1, p2, p3, … ,pn correspond à la probabilité que les événements 1,2,3,…,n se réalisent Où r1, r2, r3, … ,rn correspond à la valeur numériques des événements 1,2,3,…,n Exemple : Un élève estime qu’il aura une note de 67% pour la compétence
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Unit 6: Systems of Linear Equations and Inequalities SELECTED RESPONSE Identify the letter of the choice that best completes the statement or answers the question. 1. Identify the graph that represents the system of linear equations. [pic] |A. |[pic] |C. |[pic] | | | | | | |B. |[pic]
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and simplify algebraic, rational, and radical expressions. Arithmetic and geometric sequences are examined, and linear equations and inequalities are discussed. Students learn to graph linear, quadratic, absolute value, and piecewise-defined functions and solve and graph exponential and logarithmic equations. Other topics include solving applications using linear systems as well as evaluating and finding partial sums of a series. Course Objectives After completing this course, students will
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Imagine you are in your private, Paris apartment, when suddenly five armed men barge in, tied you up and threaten to kill you. It may sound a bit far-fetched but it is the sad reality for reality television star Kim Kardashian West. Not only has this event left her mentally scared but the men also got away with over 10 million dollars’ worth of her belongings, including 4.9 million dollar engagement ring. Many journalists have blamed Kardashian West for this horrific event, although there are masses
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mathematical model for some lists of requirements represented as linear relationships.” (Definition of Linear programming, www.colombia.edu/~cs2035/courses/ieor4600.s07/ieci.pdf) The first component is the objective function represents your goal. It maximizes or minimizes a linear function of the decision variables. The second component is the constraints. The values of the decision variables must satisfy a set of constraints. Constraints indicate the limitation you have in achieving your goals. For
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The Flower-Fed Buffaloes Explore how either The Flower-Fed Buffaloes (by Vachel Lindsay) or Report to Wordsworth (by Boey Kim Cheng) powerfully conveys feelings about human destruction ? Uses: - Symbols - contrasting visual imagery. - tone In the poem called “The Flower – Fed Buffaloes” written by Vachel Lindsay. The poet uses literally techniques such as visual images, tone and symbols, in order for her to convey a strong image about the human destruction of the natural world.
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10/cm² * Cup Plastic: ¢0.05/cm² Demand function: X = 100,000 -5,000n n = 100,000 – x/5,000 *Isolate for n variable P = 0.99 + 0.10n P(x) = 0.99 + 0.10(100,000 – x/5,000) *plug in n value = 0.99 + 2 – 0.00002x = 2.99 – 0.00002x X = # of $0.10 increases Revenue Function: R(x) = xp(x) R(x) = 2.99x – 0.00002x² R’(x) = 2.99 – 0.00004x Cost Function: C = -0.0000004x² + 0.316x + 2000 C’ = -0.0000008x² + 0.316 Profit Function: P = (2.99x – 0.00002x²) – (-0.0000004x²
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