You have just been hired by WidgetCo; a long trusted manufacturer of Widgets. Unfortunately, the company has been suffering from very high inventory levels as compared to others in the highly competitive Widget industry. Your boss thinks there might be a problem in the forecasting and wants you to figure it out.
You have selected a representative family of items and asked for the complete 2 years history of forecasts and actuals. Sadly, they only have the last twelve months, as shown in the table below.
Year | Month | Actual demand (units) | Forecast (units) |
2019 | March | 2938 | 2913 |
2019 | April | 3120 | 3208 |
2019 | May | 3234 | 3377 |
2019 | June | 3417 | 3514 |
2019 | July | 3485 | 3665 |
2019 | August | 3724 | 3813 |
2019 | September | 3827 | 3906 |
2019 | October | 3786 | 4040 |
2019 | November | 4024 | 4133 |
2019 | December | 4096 | 4219 |
2020 | January | 4170 | 4392 |
2020 | February | 4476 | 4447 |
You ask to meet with the current demand planner for this family of items, and he tells you that they do next period forecasting – that is, the forecast for June is made at the end of May. He uses a forecasting method of his own design.
The forecast for March and April are far from what you have expected. In this sense, you want to use a more advanced forecasting method: linear regression. Using this method, what is your estimate for the demand in March and April 2020?
y^ = 2863.1667 + 127.4231 x
for march and April 2020, t = 13 and 14
t | y^ |
13 | 4519.667 |
14 | 4647.09 |
Get Answers For Free
Most questions answered within 1 hours.