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    Index Cover Page 1 1. Executive Summary 3 2. Background 3 3. Issue Statement 4 4. Analysis of the problem 4-9 1. Moving Average 4-6 2. Holt Winters’ Exponential Smothing 6-7 3. Simple Average 7 3. Exponential Smothing 8-9 5. Recommandations 10 6. References 11 Executive Summary In the given case study‚ Snow the revenue manager of the Hamilton hotel has to make a decision which is to accept the group of not for 22nd August. As it is a business hotel and generally it

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    in Doepke’s book. First of all we need to compute the growth rate of real GDP for each period: we will create new variable GRATET it shows us the economic growth in period t. GRATEt=RGDPt+1RGDPt Now we are supposed to apply a method called exponential smoothing (which is described in our Textbook) to get smooth versions of our data: GRATESM1=GRATE1‚ GRATESMt=0.5*GRATEt-1+0.5*GRATESMt-1 for t>1 Now we should apply the same method to real GDP‚ but additionally we will use the smooth growth

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    Executive Summary Dumitri Mironescu is the owner of a limousine company in Las Vegas which currently consists of 17 vehicles. During the year of 2012‚ Dumitru decided that it was time to replace three of the company’s 17 vehicles. In addition‚ Dumitru wanted to add two new vehicles to his fleet of limousines. Dumitru submitted a business plan to the bank to finance his purchases. After reviewing his business plan‚ the bank was not comfortable with the company’s revenue forecast and needed further

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    20th anniversary of Earth Day 2. Explain the primary concern over exponential population growth. What promotes exponential population growth? What constrains exponential population growth? Population concern is about the balance between human needs and the resources available to meet those needs‚ now‚ and the future. Population has a constant birth rate through time and is never limited by food or disease‚ it has‚ exponential growth the birth rate alone controls how the population grows. 3

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    Toma de Desiciones

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    multiple-channel waiting lines. Understand how the Poisson distribution is used to describe arrivals and how the exponential distribution is used to describe services times. Learn how to use formulas to identify operating characteristics of the following waiting line models: a. Single-channel model with Poisson arrivals and exponential service times b. Multiple-channel model with Poisson arrivals and exponential service times 5. Know how to incorporate economic considerations to arrive at decisions concerning

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    Chapter 1 Introduction to Operations Management True/False 1. Operations managers are responsible for assessing consumer wants and needs and selling and promoting the organization’s goods or services. Answer: False  Page: 4 Difficulty: Easy 2. Often‚ the collective success or failure of companies’ operations functions will impact the ability of a nation to compete with other nations. Answer: True Page: 4  Difficulty: Easy 3. Companies are either producing

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    accurately as possible‚ the population and wheat requirements in Punjab province for the year 2010-11. For this purpose a time series data regarding population‚ wheat production and wheat requirements were collected from the National statistics. An exponential smoothing model specific for forecasting was applied. Different weights ranging from 0.3-0.9 were given to the past data to get the precise estimates. Results revealed that a quantity of 7.55 million tons wheat will be surplus in Punjab as the total

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    Anderson‚ D. R.‚ et.al.‚ (2011) Quantitative Business Methods 11th ed. Retrieved from http://analysights.wordpress.com/2010/05/13/forecast-friday-topic-exponential-smoothing-methods/ Retrieved from http://www.decisionmakingsolutions.com/quotes_about_business.html Retrieved from http://www.logisitik.com/learning-center/forecasting-management/item/460-exponential-smoothing.html Retrieved from http://www.sanmiguel.com.ph/corporate/company/

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    Math Summative: Fishing Rods Fishing Rods A fishing rod requires guides for the line so that it does not tangle and so that the line casts easily and efficiently. In this task‚ you will develop a mathematical model for the placement of line guides on a fishing rod. The Diagram shows a fishing rod with eight guides‚ plus a guide at the tip of the rod. Leo has a fishing rod with overall length 230 cm. The table shown below gives the distances for each of the line guides from the tip of

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    Queuing Theory

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    QUEUING THEORY INTRODUCTION Waiting lines are the most frequently encountered problems in everyday life. For example‚ queue at a cafeteria‚ library‚ bank‚ etc. Common to all of these cases are the arrivals of objects requiring service and the attendant delays when the service mechanism is busy. Waiting lines cannot be eliminated completely‚ but suitable techniques can be used to reduce the waiting time of an object in the system. A long waiting line may result in loss of customers to an organization

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