| Course | MGT 240 Operations Management |
|---|---|
| Module | Module 5 |
| Paper type | Forecasting analysis |
| Length | About 1,070 words, 6 pages |
| Format | APA 7 student paper |
| School | Aspen University |
| Program | Business Administration |
| Updated | October 2026 |
Free sample paper for MGT 240 Module 5
Out of Chlorine in June, Overstocked in September: Choosing a Forecasting Method for a Pool Supply Chain
Student Name
Business Administration Program, Aspen University
MGT 240: Operations Management
Instructor Name
Month Day, Year
Out of Chlorine in June, Overstocked in September: Choosing a Forecasting Method for a Pool Supply Chain
Bayou Pool Supply, a composite company, runs six stores in the Houston, Texas, area selling chemicals, equipment and parts to homeowners and pool service companies. Chlorine tablets in 25-pound buckets are its largest product by revenue. The owner orders them every two weeks from a distributor, based on memory, last year's totals and the weather forecast. In June 2025, a hot spell emptied shelves for nine days and service companies moved accounts to a competitor. By September, the stores held about 2,400 unsold buckets, tying up roughly $190,000. This paper compares forecasting methods for weekly demand and recommends a forecasting process.
The Demand Pattern
Weekly chain-wide sales over four years show a strong seasonal pattern. Demand averages about 150 buckets a week in January, rises through spring, peaks near 1,100 in July and falls through autumn. The timing of the rise shifts by two or three weeks depending on when warm weather arrives. Total annual demand has grown about 4% a year as new homes with pools are built. Two promotional weeks each spring produce spikes.
Methods Tested
Four methods were fitted on 2022 through 2024 and used to forecast each week of 2025, two weeks ahead, matching the ordering cycle. The naive method uses the most recent week's sales. The eight-week moving average averages the last eight weeks. The seasonal naive method uses sales in the same week last year, adjusted for growth. Holt-Winters seasonal exponential smoothing estimates a level, a trend and a seasonal index for each week, updating them as new sales arrive. The owner's past orders, converted into implied forecasts, were included as a fifth comparison.
Results
| Method | Mean absolute percentage error in 2025 | Main weakness |
|---|---|---|
| Naive, last week | 18% | Always one step behind turning points |
| Eight-week moving average | 27% | Lags far behind the spring rise and autumn fall |
| Seasonal naive, same week last year | 14% | Misses shifts in the timing of warm weather |
| Holt-Winters seasonal smoothing | 9% | Slow to react to sudden heat waves |
| Owner's judgment | 16% | Overreacted to weather, ordering too much after June |
What the Research Says About Methods
Makridakis and Hibon (2000) reported the results of the M3 competition, in which many forecasting methods were tested on 3,003 time series. Among their conclusions were that statistically sophisticated methods did not necessarily produce more accurate forecasts than simpler ones, that combining methods often helped and that accuracy depended on the forecasting horizon and the measure used. Their findings support using a well-understood method such as Holt-Winters rather than a complex model the business cannot maintain.
Seasonal Methods and Honest Testing
Hyndman and Athanasopoulos (2021) explain that exponential smoothing methods with seasonal components suit series like Bayou's, where a repeating pattern sits on top of a changing level. They stress evaluating forecasts on a test set the model did not use in fitting, since a model can match past data closely and still forecast poorly. The holdout year used here follows that advice.
Judgment and Adjustment
Fildes and Goodwin (2007) studied how companies adjust statistical forecasts and found that adjustments were very common, that many were small and that small adjustments often reduced accuracy, while large adjustments based on specific information, such as a known promotion, were more likely to help. They recommended that adjusters record their reasons and that companies review whether adjustments improved forecasts. Bayou's owner reacted to every weather report, which explains why his forecasts overshot after the June heat.
Would Combining Help
Because Makridakis and Hibon found that combining methods often improved accuracy, the analyst also tested a simple average of the Holt-Winters and seasonal naive forecasts. Its error in 2025 was 10%, slightly worse than Holt-Winters alone, because the seasonal naive forecast repeated the late spring of 2024. The combination was not adopted, but the test will be repeated each year, since one year is a small sample and the result could change.
Forecasting by Store
Chain-wide forecasts are more accurate than store forecasts, because random variation at individual stores partly cancels out. Store-level Holt-Winters forecasts had errors between 12% and 19%. The process will therefore forecast chain-wide demand first and divide it among stores using each store's share of sales over the past eight weeks, which adjusts for stores that are gaining or losing customers. Store managers will see their store's forecast each Monday and may flag local events, such as a new subdivision opening or a large service company switching suppliers, which the owner can then treat as a recorded adjustment.
A Forecasting Process
Each Monday, the system will produce a Holt-Winters forecast for the next four weeks by store. The owner may adjust it only for three reasons: a promotion, a heat wave forecast of three or more days above 98 degrees and a known change such as a new service company account. Each adjustment will be recorded with its reason and size. Each quarter, the owner and store managers will compare adjusted and unadjusted forecasts against actual sales and keep only the kinds of adjustments that helped.
From Forecast to Orders
Forecasts will feed orders with safety stock sized to the remaining error. Holt-Winters' lower error allows the chain to carry about a third less safety stock than under the owner's method while reducing stockout risk in early summer, when the timing of warm weather matters most.
Limits of the Analysis
One test year cannot show how the methods behave in an unusual season, such as a cool summer or a hurricane that closes stores for a week. The chain will track errors continuously and revisit the method if Holt-Winters' error rises above 13% for a full quarter.
Value of Better Forecasts
If the improvement had been in place in 2025, the chain estimates it would have avoided most of the nine days of June stockouts, worth about $85,000 in lost sales and the two lost service accounts, and would have ended September with about 900 rather than 2,400 excess buckets, freeing about $120,000.
Conclusion
Bayou's chlorine demand is seasonal, growing and sensitive to weather, which makes simple averages a poor fit and the owner's judgment unstable. Testing methods on a holdout year shows Holt-Winters seasonal smoothing cuts error nearly in half compared with the owner's approach. Research supports simple, well-tested methods and disciplined adjustments, which together give the chain a forecasting process it can run every week.
References
Fildes, R., & Goodwin, P. (2007). Against your better judgment? How organizations can improve their use of management judgment in forecasting. Interfaces, 37(6), 570-576. https://doi.org/10.1287/inte.1070.0309
Hyndman, R. J., & Athanasopoulos, G. (2021). Forecasting: Principles and practice (3rd ed.). OTexts. https://otexts.com/fpp3/
Makridakis, S., & Hibon, M. (2000). The M3-Competition: Results, conclusions and implications. International Journal of Forecasting, 16(4), 451-476. https://doi.org/10.1016/S0169-2070(00)00057-1
Reading the MGT 240 Module 5 assignment instructions
Forecasting is the planning topic Aspen's MGT 240 takes up at this point, and the paper often asks students to compare methods and recommend one for a real or realistic demand series. Rely on the Module 5 directions in your classroom; one product's weekly demand is used here. Describe the demand pattern, including trend and seasonality. Explain each method you test in plain terms. Fit methods on past data and test them on a period they did not see. Compare accuracy with a stated measure, such as mean absolute percentage error. Use research on forecasting accuracy and on human judgment. Recommend a method and a process, including who reviews forecasts and when adjustments are allowed.
How the MGT 240 Module 5 example is put together
The paper begins with Bayou Pool Supply, whose owner orders chlorine tablets from memory and a sense of the weather. Weekly sales range from about 150 buckets in January to 1,100 in July. Four methods are tested on 2025 after fitting on 2022 through 2024: last week's sales, an eight-week moving average, the same week last year and Holt-Winters seasonal smoothing. A table shows mean absolute percentage errors of 18%, 27%, 14% and 9%, with the owner's own forecasts at 16%. Makridakis and Hibon's International Journal of Forecasting article reports that simple methods often matched complex ones in the M3 competition. Hyndman and Athanasopoulos's textbook explains seasonal exponential smoothing and test sets. Fildes and Goodwin's Interfaces article found many judgmental adjustments harmed accuracy, especially small ones. The recommendation uses Holt-Winters with recorded adjustments for heat waves and promotions.
Reading the MGT 240 Module 5 grading rubric
Forecasting papers are evaluated on a clear description of demand, correct use of methods, honest testing on data the methods did not see and a recommendation that includes a process, not only a formula. This example describes trend and seasonality before choosing methods. Each method is explained briefly and tested on a holdout year, which prevents flattering in-sample results. Accuracy is compared with one measure in a table. Makridakis and Hibon's findings and Hyndman and Athanasopoulos's guidance support the choice of method. Fildes and Goodwin's evidence shapes rules for human adjustment, which is where many forecasting processes fail.
MGT 240 Module 5 help: mistakes that cost marks
Forecasting papers often fit a method and report its accuracy on the same data, which overstates performance. Hold out a recent period and test on it. Another weakness is choosing a method that ignores the demand pattern; a moving average lags badly when demand is seasonal. Describe the pattern first. Use one accuracy measure consistently and explain it. Compare against a simple benchmark, such as last year's sales, so improvement is clear. Address judgment, since managers will adjust forecasts; set rules for when and how. Finally, connect the forecast to decisions, such as orders or staffing, and explain what accuracy improvement is worth.
Write yours, or have the desk draft it
This paper is an original model document written by our desk, not a submitted student paper and not an official Aspen University document. Read it for the moves, then write your own to the instructions in your classroom. If you want one built to your exact prompt and rubric, the first custom sample is free and arrives in 24 to 48 hours.
More MGT 240 and Business Administration sample papers
- MGT 240 Module 1: Process Analysis and the Bottleneck
- MGT 240 Module 2: Labor Content and Line Balancing
- MGT 240 Module 3: Setups, Batching and Changeovers
- MGT 240 Module 4: Variability and Waiting Lines
- MGT 240 Module 6: Inventory and Risk Pooling
- MGT 240 Module 7: Revenue Management
- MGT 240 Module 8: Supply Chain Coordination and the Bullwhip Effect
- MGT 414 Module 3: Ethics and Social Responsibility
- BUS 499 Module 3: Literature Review
- BUS 495 Module 7: Market Entry Mode
- BUS 454 Module 7: Crisis and Stakeholder Communication
MGT 240 Module 5 questions, answered
What does MGT 240 Module 5 usually ask for?
Aspen's MGT 240 covers forecasting in this module, so comparing forecasting methods and recommending one for a demand series is typical. Follow your classroom prompt.
What is a holdout test?
Fitting a forecasting method on earlier data and measuring its accuracy on a later period it did not see, which shows how it would perform in practice.
Are complex forecasting methods more accurate?
Not necessarily. Makridakis and Hibon found in the M3 competition that simple methods often performed as well as complex ones.
Where can I find a free MGT 240 Module 5 sample paper?
The example above tests four forecasting methods on a pool supply chain's chlorine demand and recommends Holt-Winters with rules for adjustments.
Should managers adjust statistical forecasts?
Only with information the model lacks. Fildes and Goodwin found that many adjustments, especially small ones, reduced accuracy.