Question

The manager of a travel agency has been using a seasonally adjusted forecast to predict demand...

The manager of a travel agency has been using a seasonally adjusted forecast to predict demand for packaged tours. The actual and predicted values are as follows:

Period Demand Predicted
1 123 113
2 183 200
3 143 150
4 78 102
5 73 80
6 118 135
7 113 128
8 142 124
9 107 109
10 162 150
11 117 94
12 102 80
13 137 140
14 147 128

a. Compute MAD for the fifth period, then update it period by period using exponential smoothing with α = .10. FILL IN THE BLANKS. (Round your intermediate calculations and final answers to 3 decimal places.)

t Period A Demand MADt
1 123
2 183
3 143
4 78
5 73 13
6 118 13.4
7 113
8 142
9 107
10 162
11 117
12 102
13 137
14 147


b. Compute a tracking signal for periods 5 through 14 using the initial and updated MADs.FILL IN THE BLANKS (Negative values should be indicated by a minus sign. Round your intermediate calculations and final answers to 3 decimal places.)

t Period A Demand tracking signal
1 123
2 183
3 143
4 78
5 73
6 118
7 113
8 142
9 107
10 162
11 117
12 102
13 137
14 147
0 0
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Answer #1

a.

Period - t Demand Predicted |et| MADt = α.|et|+ (1 - α).MADt-1
1 123 113 10
2 183 200 17
3 143 150 7
4 78 102 24
5 73 80 7 13.000
6 118 135 17 13.400
7 113 128 15 13.560
8 142 124 18 14.004
9 107 109 2 12.804
10 162 150 12 12.723
11 117 94 23 13.751
12 102 80 22 14.576
13 137 140 3 13.418
14 147 128 19 13.976

b.

Period - t Demand Predicted et RSFE TS = RSFE / MAD
1 123 113 10 10
2 183 200 -17 -7
3 143 150 -7 -14
4 78 102 -24 -38
5 73 80 -7 -45 -3.462
6 118 135 -17 -62 -4.627
7 113 128 -15 -77 -5.678
8 142 124 18 -59 -4.213
9 107 109 -2 -61 -4.764
10 162 150 12 -49 -3.851
11 117 94 23 -26 -1.891
12 102 80 22 -4 -0.274
13 137 140 -3 -7 -0.522
14 147 128 19 12 0.859

Calculations:

Н 1. MAD; = a.Je|+ (1 - a).MAD1 lel TS = RSFE / MAD Period -t Demand Predicted 2 RSFE e, =ABS(E3) 3 123 113 =C3-D3 =E3 183 =C

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