In: Operations Management
Using the data set provided, Make (and state) any necessary assumptions and apply the following forecast methods to the earliest two years of actual data:
Three-period weighted moving average with weights of .50, .30, and .20 and the heaviest weights applied to the more recent data points;
(c) Evaluate the applied forecast methods using : Cumulative forecast error (CFE) Shipments Fasteners
Shipments | Fasteners |
Jan-17 | 335798 |
Feb-17 | 297853 |
Mar-17 | 318399 |
Apr-17 | 311730 |
May-17 | 363876 |
Jun-17 | 296832 |
Jul-17 | 297513 |
Aug-17 | 321144 |
Sep-17 | 317677 |
Oct-17 | 325487 |
Nov-17 | 272937 |
Dec-17 | 276282 |
Jan-18 | 335439 |
Feb-18 | 310514 |
Mar-18 | 407754 |
Apr-18 | 356169 |
May-18 | 345322 |
Jun-18 | 331997 |
Jul-18 | 343059 |
Aug-18 | 350277 |
Sep-18 | 265205 |
Oct-18 | 389332 |
Nov-18 | 310474 |
Dec-18 | 308429 |
Jan-19 | 385807 |
Feb-19 | 332529 |
Mar-19 | 407606 |
Apr-19 | 361946 |
May-19 | 453432 |
Jun-19 | 412892 |
Jul-19 | 447359 |
Aug-19 | 363769 |
Sep-19 | 361232 |
Oct-19 | 451421 |
Nov-19 | 363724 |
Dec-19 | 331619 |
Hi,
Please find answers as below, If you like the answer please up vote.
I have used excel to solve the problem. I have added snpashots of formulas used to calculate the same.
Answer
Here, Cumulative forecast error is positive = 69,280 , which states that the actual demand is more than the forecasted demand.
But here, if we consider the percentage of cumulative forecast error which is cumulative percentage error divided by total actual demand (=69,280 / 1,1510,785 = 0.00602, which is 0.6%), is 0.6 % which is considers as a good estimator.
Hence, we can say that this forcasting method is accurate.
Formulas Used