Question: Forecasting Practice Calculate the 3 Month Moving Average and the MADs for this scenario beginning with April. Month Demand 3 Month Moving Average Forecast Absolute
Forecasting Practice
- Calculate the 3 Month Moving Average and the MADs for this scenario beginning with April.
| Month | Demand | 3 Month Moving Average Forecast | Absolute Deviation |
| January | 1001 |
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| February | 953 |
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| March | 975 |
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| April | 966 |
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| May | 1010 |
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| Mean absolute Deviation: |
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- Calculate a 3 month Weighted moving average for the following scenario. Use the weightings of 60%, 25% and 15% with 60% being for the most recent month. What is the average MSE for all of the months where you are able to calculate a forecast?
| Month | Demand | 3 Month Weighted Moving Average | Error | Squared Error |
| June | 250 |
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| July | 325 |
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| August | 277 |
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| September | 305 |
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| October | 320 |
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| Mean Squared Error |
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- The following table provides your Actual forecast and Demand. Calculate the Error, the RSFE, the MAD and the Tracking Signal for the end of October.
| Month | Demand | Forecast | Error | RSFE | Absolute Deviation | Tracking Signal |
| June | 250 | 295 |
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| July | 325 | 295 |
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| August | 277 | 295 |
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| September | 305 | 295 |
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| October | 320 | 295 |
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| Mean absolute Deviation |
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- Using simple exponential smoothing with an Alpha of .63, develop a forecast for the following months. The forecast for the first month (January) can be made equal to the demand number.
| Month | Demand | Forecast (alpha = .63) |
| January | 735 | 735 |
| February | 763 |
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| March | 777 |
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| April | 753 |
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| May | 792 |
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