answer 1-3 please don't copy from previous post. good luck
Problems #3, 5, 7
Year |
Demand (Pounds) |
1 |
68,800 |
2 |
71,000 |
3 |
75,500 |
4 |
71,200 |
Forecast demand for Year 5 using the following approaches: (1) a three-year moving average; (2) a three-year weighted moving average using .40 for Year 4, .20 for Year 3, and .40 for Year 2; (3) exponential smoothing with α = .30, and assuming the forecast for Year 1 = 68,000.
Month Demand Forecast 1 Forecast 2 Forecast 3
1 269 275 268 280
2 289 266 287 295
3 294 290 292 290
4 278 284 298 280
5 268 270 274 270
6 269 268 270 260
Compute the MSE and MAD for each forecasting method. Which method is better? Would your decision on which forecasting method performs better depending on which forecasting accuracy measure (MAD or MSE) is selected?
Model 1 Model 2
Month Sales Forecast Forecast
1 170 175 172
2 190 165 185
3 195 190 190
4 180 185 195
5 170 170 175
6 170 165 170
7 160 160 165
8 175 170 175
9 180 185 180
10 175 170 175
Compute the MAPE and RSFE for the two forecasting methods. Is RSFE a good forecasting accuracy measure?
Problem 3.
Forecast Year 5 - 3 Year moving average = (71000 + 75500 + 71200) / 3= 72566.67
Forecast Year 5 - 3 Year weighted moving average = (0.4* 71000 + 0.2*75500 + 0.4*71200) =71980
Exponential smoothing formula = Actual demand of previous year + Alpha (0.3) * (Actial demand of previous year - Forecast of previous year)
Forecast year 5 = 71200 + 0.3 * (71200 - 70997.6) = 71058.32
Year | Demand (Pounds) | Forecast |
1 | 68,800 | 68000 |
2 | 71,000 | 68240 |
3 | 75,500 | 69068 |
4 | 71,200 | 70997.6 |
5 | 71058.32 |
Note - Solved first question as per Q&A policy,. Please post unrelated questions separately.
answer 1-3 please don't copy from previous post. good luck Problems #3, 5, 7 (P3) The...
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