In: Operations Management
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 Use Excel to calculate the values to fill in the empty boxes. Feel free to add additional tables and calculations as  | 
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 needed.  | 
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 Historical Demand Data 2012 to 2016:  | 
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 The table reproduced below is the demand data for a company (aggregated) for the previous five years.  | 
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 2012  | 
 2013  | 
 2014  | 
 2015  | 
 2016  | 
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 Q1  | 
 11632  | 
 15034  | 
 16117  | 
 15565  | 
 16470  | 
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 Q2  | 
 22509  | 
 26824  | 
 24169  | 
 20151  | 
 42858  | 
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 Q3  | 
 21646  | 
 13314  | 
 14505  | 
 13392  | 
 19278  | 
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 Q4  | 
 11355  | 
 10698  | 
 11176  | 
 10613  | 
 13934  | 
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 Annual Demand  | 
 67,142  | 
 65,870  | 
 65,967  | 
 59,721  | 
 92,540  | 
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 Average Quarterly Demand  | 
 16,785.50  | 
 16,467.50  | 
 16,491.75  | 
 14,930.25  | 
 23,135.00  | 
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 Forecasting Using Moving Average Methods  | 
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 Using the historical demand data above, you are to determine the total annual demand forecast for 2016 and 2017 using:  | 
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 Ø the three-period moving average forecasting method  | 
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 Ø the three-period weighted moving average method with weights of .6, .3, and .1  | 
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 Enter your forecast results in the following tables.  | 
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 2016 Annual Forecast Using a Moving Average  | 
 2016 Annual Forecast Using a Weighted Moving Average  | 
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 63,852.67  | 
 62209.7  | 
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 2017 Annual Forecast Using a Moving Average  | 
 2017 Annual Forecast Using a Weighted Moving Average  | 
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 72742.67  | 
 80037  | 
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 Calculate a Time Series Linear equation using the all of the above demand data:  | 
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 Using the historical demand data for 2012 through 2016, create a linear equation with the year as the independent variable and the annual volume as the dependent variable.  | 
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 Enter your linear equation in text from here:  | 
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 Calculated 2017 Annual Forecast from Linear Equation: 
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 2012  | 
 2013  | 
 2014  | 
 2015  | 
 2016  | 
 2017  | 
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 Actual Annual Demand  | 
 67,142  | 
 65,870  | 
 65,967  | 
 59,721  | 
 92,540  | 
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 Forecasted Annual Demand  | 
 67,142  | 
 67142  | 
 66251.6  | 
 66052.38  | 
 61620.414  | 
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 Forecast Error  | 
 -1,272  | 
 -285  | 
 -6,331  | 
 30,920  | 
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 Values  | 
 Seasonal Factor for each Quarter  | 
 2017 Quarterly Forecast  | 
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 Quarter 1  | 
 0.89  | 
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 Quarter 2  | 
 1.63  | 
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 Quarter 3  | 
 0.98  | 
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 Quarter 4  | 
 0.69  | 
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 Totals  | 
 4.19  | 
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 What is the MAD value for the exponential smoothing forecast? Answer =  | 
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 What is the CFE value for the exponential smoothing forecast? Answer =  | 
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 What is the MAPE value for the exponential smoothing forecast? Answer =  | 
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 Forecasting using trend with regression:  | 
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 Calculate forecasts for 2017, 2016 and 2015 using a linear regression of the previous three actual demand values.  | 
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 (Hint: You will need to calculate three different linear equations.)  | 
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 2012  | 
 2013  | 
 2014  | 
 2015  | 
 2016  | 
 2017  | 
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 Actual Annual Demand  | 
 67,142  | 
 65,870  | 
 65,967  | 
 59,721  | 
 92,540  | 
 slope  | 
 -587.5  | 
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 Forecasted Annual Demand  | 
 67,142  | 
 67,142  | 
 66,252  | 
 66,052  | 
 61,620  | 
 intercept  | 
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 Forecast Error  | 
 -6,331  | 
 30,920  | 
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 What is the MAD value for the trend with regression forecast? Answer =  | 
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 What is the CFE value for the trend with regression forecast? Answer =  | 
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 What is the MAPE value for the trend with regression forecast? Answer =  | 
rs


Formulas:
A10 =AVERAGE(C6:E6)
B10 =E6*0.6+D6*0.3+C6*0.1
E10 =AVERAGE(D6:F6)
F10 =F6*0.6+E6*0.3+D6*0.1
B13 =ROUND(INTERCEPT(B6:F6,B1:F1),2)&" + "&ROUND(SLOPE(B6:F6,B1:F1),2)&"X"
D15 =-8921657.8+4464.7*2017
C20 =B20+(B19-B20)*$F$17 copy to C20:F20
C21 =C19-C20 copy to C21:F21
C22 =ABS(C21) copy to C22:F22
C23 =C22/C19 copy to C23:F23
E25 =AVERAGE(C22:F22)
E26 =SUM(C21:F21)
E27 =AVERAGE(C23:F23)
B33 =-8921657.8+4464.7*B31 copy to B33:F33
C34 =C32-C33 copy to C34:F34
C35 =ABS(C34) copy to C35:F35
C36 =C35/C32 copy to C36:F36
E38 =AVERAGE(C35:F35)
E39 =SUM(C34:F34)
E40 =AVERAGE(C36:F36)