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What would be the calculated value of the total Average SI for 2023? (Round to 2 decimal places)
You should be able to answer this based on what you know about monthly seasonal index or by looking at the values in the previous years.
Month
Demand
Yearly average
Seasonal Index
Average SI
Deseasonalized
Time period
1/1/2019
2210
0.803514619
0.7681689647
2876.971215
1
2/1/2019
2353
0.8555067414
0.7857267291
2994.679846
2
3/1/2019
2835
1.030752916
0.8626345843
3286.443706
3
4/1/2019
2745
0.9980306014
0.9698903695
2830.216781
4
5/1/2019
2350
0.8544159976
0.9816223464
2393.99603
5
6/1/2019
3433
1.248174519
1.11809395
3070.403877
6
7/1/2019
2550
0.9271322527
0.823622008
3096.080454
7
8/1/2019
2250
0.81805787
0.8614197208
2611.967135
8
9/1/2019
2263
0.8227844266
0.8739269955
2589.461147
9
10/1/2019
2590
0.9416755037
1.066611068
2428.251569
10
11/1/2019
3428
Put yearly average in below cell
1.246356613
1.310641329
2615.513432
11
12/1/2019
3998
2750.416667
1.45359794
1.577641934
2534.161848
12
1/1/2020
2513
0.7956938178
3271.415685
13
2/1/2020
2344
0.7421831711
2983.225482
14
3/1/2020
2476
0.7839784691
2870.27676
15
4/1/2020
3055
0.9673078445
3149.840535
16
5/1/2020
3535
1.119290746
3601.181262
17
6/1/2020
3365
1.065463469
3009.58609
18
7/1/2020
2426
0.7681469168
2945.525953
19
8/1/2020
2788
0.8827673553
3236.517499
20
9/1/2020
2806
0.8884667142
3210.794511
21
10/1/2020
3397
1.075595662
3184.853506
22
11/1/2020
4097
1.297237394
3125.950563
23
12/1/2020
5097
3158.25
1.61386844
3230.771121
24
1/1/2021
2629
0.7052984574
3422.424129
25
2/1/2021
2831
0.759490275
3603.033847
26
3/1/2021
2882
0.7731723675
3340.927958
27
4/1/2021
3520
0.9443326626
3629.276164
28
5/1/2021
3620
0.9711602951
3687.772608
29
6/1/2021
3879
1.040643863
3469.297011
30
7/1/2021
2891
0.7755868545
3510.10533
31
8/1/2021
3293
0.883433937
3822.759011
32
9/1/2021
3394
0.9105298457
3883.61959
33
10/1/2021
4408
1.182562039
4132.715412
34
11/1/2021
5175
1.38832998
3948.448661
35
12/1/2021
6208
3727.5
1.665459423
3934.986682
36
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