Appendix I C1: Equity = Stock Price x Number of Shares Outstanding = $42.09 X 271.5 = $11‚427.435 million C2: Using Adjusted Beta formula: Adjusted Beta = 0.67* historical Beta + 0.33 = 0.67* 0.69 +0.33=0.79 C3: Using CAPM formula: KE = Krf + ß (Km-Krf) = 3.59%+0.79*6.7%=8.89% C4: Using rearranged DGM formula: KE =D1/P0 +g= 0.48(1+5.5%)/42.09 +5.5%=6.7% C5: Using redeemable bond formula: KD: 95.6= 100/ (1+KD/2)40 + 3.375(1-0.38)/(1+KD/2)n KD=4.52% C6: Using WACC formula: Rwacc =4.52*10.19% + 8
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OBESITY PROBLEM AND SOLUTIONS Teacher: Nguyen Phuong LeStudent: Duong Thi TamClass: 1TC-11Course: EAP WritingDate: March 4‚ 2012 | ABSTRACT Obesity is the most prevalent‚ fatal‚ chronic and relapsing disorder of the 21st century. The rapid growth in obesity represents a major public concern. Although body weight tends to increase with age‚ the evolution of obesity over the lifecycle is not well understood. This paper‚ based on secondary
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Roles of Managers and Individuals Paper Ellen Wilcox MGT/426 October 6‚ 2014 Anthony Interlandi Roles of Managers and Individuals Paper Change occurs in an organization most often as a reaction to internal or external pressures. Creating change in an organization is a process and requires structure to make change happen. Change can come in the form of policies‚ procedures‚ structures and systems. Assessing the roles of managers‚ individuals‚ and two types of change agents will be examined‚
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Wireless Sensor Networks “Sensor networks are the key to gathering the information needed by smart environments‚ whether in buildings‚ utilities‚ industrial‚ home‚ shipboard‚ transportation systems automation‚ or elsewhere. Recent terrorist and guerrilla warfare countermeasures require distributed networks of sensors that can be deployed using‚ e.g. aircraft‚ and have self-organizing capabilities. In such applications‚ running wires or cabling is usually impractical. A sensor network is required
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and academic works. This paper aims to know and explore the overwhelming challenges and opportunities faced by the London Organizing Committee of the Olympic Games (LOCOG)‚ especially the security chaos that its security contractor company G4S PLC’s fail to provide all the staff promised. After analysis of the problem‚ this study will provide detailed information and some feasible strategies‚ completing with the critical evaluations of the merits and demerits of some solutions. 2. Introduction
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Marketing Ethics – The OSL Group Introduction It is generally defined that marketing ethics is an area applying to deal with the moral principles behind the operation of marketing. (维基百科)The application of marketing ethics is beneficial for the whole society‚ in the both short-term and long-term. Being unethical in marketing process will not only harm the reputation of the corporate but will also damage the overall interests of the community (Fan‚ 2005). Background The OSL Group is a worldwide
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Table of Contents Abstract 1 Introduction 2 Marriott International‚ Inc. 3 Mission 3 Revenue Generation 4 Type of processing 4 High contact Low contact service 5 Retaining loyal passengers and customers 5 Complaint handling 6 Pricing strategy 7 Competitive Advantage 8 Molecular Model 8 Conclusion 9 Abstract The purpose of this research is to look at Marriott International as a whole in the hotel industry from the perspective of corporate strategic marketing. In this research‚ I discussed
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INDIVIDUAL ASSIGNMENT (MDM) Management Decision Making Deadline: 19 Oct 2014 Tarmac Chemical Corporation produces a special chemical compound—called CHEMIX—that is used extensively in high school chemistry classes. This compound must contain at least 20% sulfur‚ at least 30% iron oxide‚ and at least 30% but no more than 45% potassium. Tarmac’s marketing department has estimated that it will need at least 600 pounds of this compound to meet the expected demand during the coming school session
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Hieu Nguyen – FIN 5309 Section 1 Assignment 1 2.3 Table 2.2 X=0 X=1 Total Y=0 0.15 0.07 0.22 Y=1 0.15 0.63 0.78 Total 0.30 0.70 1.00 With W = 3+6X and V = 20-7Y‚ we have: (W|X=0)=3 (W|X=1)=9 Total (V|Y=0)=20 0.15 0.07 0.22 (V|Y=1)=13 0.15 0.63 0.78 Total 0.30 0.70 1.00 a. E(W) = 3 x 0.3 + 9 x 0.7 = 7.2 E(V) = 20 x 0.22 + 13 x 0.78 = 14.54 b. = (3 – 7.2)2 x 0.3 + (9 - 7.2)2 x 0.7 = 7.56 = (20 – 14.54)2 x 0.22 + (13 – 14.54)2 x 0.78 = 8.4084 c. cov
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Q.1a) The following graph is EOQ model with planned shortages. Let the parameters from the basic EOQ model. d = constant demand rate K = setup cost for placing one order Q = order quantity h = inventory holding cost per unit of product per unit of time p = shortage cost per unit of product per unit of time S = inventory level just after an order of size Q arrives So‚ Q– S = Shortage in inventory just before an order of Q units is added Production or ordering cost per
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