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Sales of quilt covers at Bud Banis’s discount department store in Carbondale over the past year are Neoct Question oment prepared a forecast using a combination of exponential smoothing and its collective judgment for the 4 months (March April May, and June) Month Jul Aug Sep Oct Nov Dec Jan Feb Mar Apr May Unit Sales 100 93 96 110 124 119 92 83 96 89 Management’s Forecast 120 114 110 108 ) MAD for the forecast developed by the managements technique – 14.5 sales round your response to two decimal placea). MAPE for the forecast developed by the management’s technique – Ofround your response to no decimal places)

 
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mportant: Re. the quantitative problems, do all calculations in Excel. I’d like to see your work. Just one number in a cell as an answer without the formula or calculations behind it is not sufficient, you will not get points for that. 16 Home Data Insert Draw Formulas BI U abe Review View A .. Calibri (Body) 14 AB EX 123 fx A B ? D E F 1 The table on the right shows widget sales by the time of the day. 25 pts. 2 3 Month 1 a. Visualize the time series. Is it stationary or non-stationary? Explain. 3 pts 4 5 6 Month 2 7 b. Use the trend function to forecast morning, afternoon, and evening sales for Month 6. State the trend model. Measure the accuracy of the forecast and explain the meaning of the numerical measure you used. 9 pts 8 9 Month 3 Widget sales (1000) 10 8 15 16 14 19 18 14 21 25 20 28 50 46 54 10 11 morning afternoon evening morning afternoon evening morning afternoon evening morning afternoon evening morning afternoon evening morning afternoon evening c. Use trend + seasonal variations method to forecast morning, afternoon, and evening sales for Month 6. State the model, measure its accuracy, and explain the meaning of the accuracy measure you got. 13 pts 12 Month 4 13 14 15 25 pts. Month 5 16 17 18 Month 6 19 20 21 22 23 24 25 Home Insert Draw Formulas Data Review View Shape Calibri (Body) BI Uebe ABC 123 x . ? ? D 1 Year 2010 2011 2 3 4 5 6 7 8 9 10 11 12 13 14 Quarter 1 2 3 4 1 2 3 4 1 2 3 4 Sales 82.5 813 81.3 79 76.6 78 78.4 78 788 78.7 78.4 80 80.7 80.7 80.8 2012 The data on the left represent 15 quarters of sales data. a. Visualize the data set. Is this a stationary or non-stationary time series? Why? 3 pts. b. Compute three-quarter simple and weighted moving averages for this time series. Assume the following weights: newest observation (last period): 0.6; next to last period: 0.3, second to last period: 0.1. Find the forecasts for the 4th quarter of 2013 and for the ist quarter of 2014. Which method provides the better forecast?44 pts c. For the same two periods develop an exponential smoothing forecast. Use smoothing constants alpha = 0.4. 3 pts d. Based on b. and c. which method-moving averages or exponential smoothing – provides the better forecast? Explain. 2 pts 2013 1 2 15 3 4 2014 1 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 Intro LP Forecast 1 Forecast 2 Essay + Home Insert Draw Formulas Data Review View Calibri (Body) 11 ? ? ? I U abc ?. . ? fx ? B C D E F G 1 2 3 A firm produces 3 types of cardboards (A, B, and C) and uses 3 types of processes (I, II, and III) to produce them. The table below shows the production hours per unit of the production processes and other relevant data for the problem. 5 4 5 6 a. Derive the LP model for finding the optimal output mix. 5 pts. 7 b. Implement and solve the model in Excel. State the solution. 12 pts 8 9 10 11 12 13 14 15 16 c. Generate the Sensitivity Report and use it to derive the feasible ranges for the objective function coefficients. Explain the meaning one of the feasible ranges. 8 pts 11 Cardboard type A N 17 18 Operations processes 1 2 4 5 5 2 10 3 2 900 400 600 Profit/unit 40 30 B 5 3 19 C 20 20 Max time available
 
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Home Data Review View Insert Draw Formulas ? ? U abe ! Calibri (Body) 11 A ABC 123 fx A B ? D E F G H 1. 1 2 3 List the most important elements of supply chain management. 6 pts. 2. 6 Explain how the application of linear programming models may improve managerial decisions. • What is sensitivity analysis? • Why is it important to generate a sensitivity report? • Explain briefly what “allowable increase” and “allowable decrease” figures measure in a) the upper and b) the lower table of the sensitivity report. 12 pts. 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 3. Explain the difference between stationary and non-stationary time series. • Why is it important to distinguish between the two? Explain. • How do firms choose a forecasting technique? Explain. 12 pts. 4. • How are productivity measures used? • Why is productivity important?
 
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2 Two companies each own property (and mineral rights) in an oil field. Each firm therefore has the legal right to drill for oil on its land and take out as much oil as it can. The problem, of course, is that one company’s actions affect how much oil the other can producEThe following matrix represents how each of these companies views the situation. The terms outside the matrix represent oil output by each firm (low, medium or high), while the numbers in each cell show the present value of all oil to be extracted by each company, given the two extraction policies. The first number represents the value to Company A, and the second number represents the value to Company B.

2 Two companies each own property (and mineral rights) in an oil field. Each firm therefore has the...

a.    What extraction rates maximize the total value of the oil field?

b.     b. Do the extraction rates maximizing the value of the field represent a stable situation? Explain.

c.      Is there a dominant strategy (extraction rate) for either or both players? Explain.

d.    d. Is there a Nash equilibrium set of extraction rates? If so, does it maximize the total value of the oil field? e. Is there a mutually beneficial exchange inherent in this matrix—one that could solve the problem these two companies face? If Company A were to purchase Company B’s oil rights, how much would it have to pay? Is this a feasible transaction?

 
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