Ch 04 HW 3 Forecasting problem Method: Moving Average with n = 5 The data for this problem is shown in the table below. Note: changes from the original problem data are highlighted in yellow. Time (t) Actual A(t) 1 950 2 930 3 940 4 955 5 972 6 926 7 834 8 840 9 828 10 813 11 don't have yet What is the value for MAPE using this method?
Solution :
Time (t) | Actual A(t) | Moving Average for n = 5 | | Actual - Forecast | | | Actual - Forecast | * 100 / Actual |
1 | 950 | |||
2 | 930 | |||
3 | 940 | (950 + 930 + 940 + 955 + 972)/5 = 949.4 | 9.4 | 1% |
4 | 955 | (930 + 940 + 955 + 972 + 926)/5 = 944.6 | 10.4 | 1.09% |
5 | 972 | (940 + 955 + 972 + 926 + 834)/5 = 925.4 | 46.6 | 4.79% |
6 | 926 | (955 + 972 + 926 + 834+ 840)/5 = 905.4 | 20.6 | 2.22% |
7 | 834 | (972 + 926 + 834+ 840 + 828)/5 = 880 | 46 | 5.52% |
8 | 840 | (926 + 834+ 840 + 828 + 813)/5 = 848.2 | 8.2 | 0.98% |
9 | 828 | |||
10 | 813 |
Sum of | Actual - Forecast | * 100 / Actual = 1 + 1.09 + 4.79 + 2.22 + 5.52 + 0.98 = 15.6%
MAPE = 15.6 / 6
MAPE = 2.6%
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