YEAR 10 INFORMATION TECHNOLOGY 2014 COURSE BOOK (v1) IT IS THE RESPONSIBILITY OF THE STUDENT TO Adhere to all aspects of the College Computer Use agreement that they have each signed. Appreciate that there will be NO warnings regarding any breach of the contract and that any such breach WILL result in the immediate suspension of their right to access the college network. Complete any outstanding work for this subject using non-college computers should their
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Q: Evaluate the merger – state 3 pros (P1‚ P2‚ P3) and 3 cons (C1‚ C2‚ C3). Conclude with an overall assessment of this merger (O). P1: Potentially higher revenues through cross-selling of eye-care and skin-care products across Allergan and Valeant’s customers. P2: Potential cost savings of 2.5B$ through economies of scope by sharing overlapping functions such as sales and R&D. P3: A diverse and global customer base that will support current and expected revenue streams‚ such as government and
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within this supply chain can be ordered by the customers. To understand the process furthermore‚ Figure 1 shows that B2 can be binned into C1 or C2 which will be binned into D1 and D2. They will then be binned into E1 and E2 which are assembled into devices. However‚ if C1 contains similar characteristics as C2‚ it can used to substitute C2 in case of C2 shortage. E2‚ can be binned from D1‚ D2 and D3‚ is called an alternate bill of material which means it can be produced in multiple ways. Considering
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Working Paper 05-47 Statistics and Econometrics Series 09 July 2005 Departamento de Estadística Universidad Carlos III de Madrid Calle Madrid‚ 126 28903 Getafe (Spain) Fax (34) 91 624-98-49 BAYESIAN INFERENCE FOR THE HALF-NORMAL AND HALF-T DISTRIBUTIONS M.P. Wiper‚ F.J. Girón‚ A. Pewsey* Abstract In this article we consider approaches to Bayesian inference for the half-normal and half-t distributions. We show that a generalized version of the normal- gamma distribution is conjugate to the
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or (D2 − 5D + 6)y = 0. linearly independent solutions: y1 = e2x ‚ y2 = e3x . general solution: y = c1 e2x + c2 e3x . equation: y + 10y + 25y = 0. polynomial: r2 + 10r + 25 = 0. (factored): (r + 5)2 = 0. roots: −5‚ −5 weird-looking form of equation: (D + 5)2 y = 0 or (D2 + 10D + 25)y = 0. linearly independent solutions: y1 = e−5x ‚ y2 = xe−5x . general solution: y = c1 e−5x + c2 xe−5x . equation: y − 4y + 8y = 0. polynomial: r2 − 4r + 8 = 0. (factored): (r − 2 − 2i)(r − 2 + 2i) = 0. roots:
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Defining Java Classes I. A class is a collection of types and methods that all somehow work together. II. The general syntax for defining a class is shown here. It may look complicated‚ because it’s written in very general form here‚ but it’s very simple. i. The square brackets in this syntax indicate optional things. ii. The first component of the class definition is called the access_mode. It will either be public‚ abstract‚ final‚ or not used at all. iii. Then comes the class keyword‚
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References: Daniel Gyamfi (2012)‚ Marketing Management and Strategy; The Situational Analysis for Coca Cola Company‚ Retrieved April 14‚ 2013 from: http://www.scribd.com/doc/29849025/CocaCola-The-Situation-Analysis The Global Village Encyclopedia (2013); GVPedia.com‚ Coca-Cola – Kenya; Coca-Cola: The World’s Most Valuable Brand‚ Retrieved April 14‚ 2013 from: http://www.globalvillagedirectory.info/Kenya/Nairobi/Coca-Cola.aspx#business-content
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Physics Formulas: Mechanics Mechanics is the oldest branch of physics. Mechanics deals with all kinds and complexities of motion. It includes various techniques‚ which can simplify the solution of a mechanical problem. Here are some of the often required physics formulas falling in mechanics domain. Motion in One Dimension The physics formulas for motion in one dimension (Also called Kinematical equations of motion) are as follows. (Here ’u’ is initial velocity‚ ’v’ is final velocity‚ ’a’ is
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7 7.5 3.2 4.3 7.9 C1 C2 5.3 1.8 0.4 A1 A2 A3 B1 B2 D1 D2 E1 E2 E3 *Figures in percentage This round of analysis has been conducted using data from IRS 2008 (round 20)*. We have drawn a sub-sample of 39‚441 5 THE NEW SEC SYSTEM DISTRIBUTION OF HOUSEHOLDS Urban New SEC System 13.2 12.9 11.6 12.6 10.2 7.6 9.8 8.6 5.1 4.7 2.6 1.1 A1 A2 A3 B1 B2 C1 C2 D1 D2 E1 E2 E3 Current
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Flaws in Cartesian Dualism In Meditations on First Philosophy‚ René Descartes concludes that we are distinct from our body‚ and can exist without it. Seen from a modern materialist’s perspective‚ Descartes’ view is quite obviously wrong. However‚ assuming no knowledge of modern science‚ we should still be able to disprove his conclusion by looking for flaws in his reasoning in the text. In this essay‚ I will examine three relevant arguments Descartes presents in his sixth meditation and point out
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