Question: Problem 1 The table below shows the last 28 months sales volumes of Company A. Make forecasts for the next SIX months. It is up
Problem 1
The table below shows the last 28 months sales volumes of Company A. Make forecasts for the next SIX months. It is up to the student to pick whatever forecast method fits the case.
- List the forecasts for the next six months.
- What approach is used to create the forecast? Why you think this approach is the best choice (be specify)?
Table 1- Sales of Product X in the Last 28 Months
|
| Month | Sales of product X |
| 1 | Apr-17 | 160 |
| 2 | May-17 | 150 |
| 3 | Jun-17 | 156 |
| 4 | Jul-17 | 190 |
| 5 | Aug-17 | 260 |
| 6 | Sep-17 | 272 |
| 7 | Oct-17 | 80 |
| 8 | Nov-17 | 164 |
| 9 | Dec-17 | 154 |
| 10 | Jan-18 | 160 |
| 11 | Feb-18 | 188 |
| 12 | Mar-18 | 250 |
| 13 | Apr-18 | 270 |
| 14 | May-18 | 84 |
| 15 | Jun-18 | 168 |
| 16 | Jul-18 | 154 |
| 17 | Aug-18 | 166 |
| 18 | Sep-18 | 192 |
| 19 | Oct-18 | 270 |
| 20 | Nov-18 | 280 |
| 21 | Dec-18 | 74 |
| 22 | Jan-19 | 174 |
| 23 | Feb-19 | 164 |
| 24 | Mar-19 | 196 |
| 25 | Apr-19 | 206 |
| 26 | May-19 | 288 |
| 27 | Jun-19 | 288 |
| 28 | Jul-19 | 96 |
Problem 2 (continued from P1)
Company A wants to build a new facility to cover the forecast demand of Product X in problem 1.
Product X has variable cost = $150 per unit and revenue = $300 per unit.
Based on the forecasting result in Problem 1, find the Fix Cost Value that will result breakeven of the monthly forecasts (there should be six of them). Show your work for credit.
|
| Fixed Cost that Will Result Break Even Points |
| Aug-19 |
|
| Sep-19 |
|
| Oct-19 |
|
| Nov-19 |
|
| Dec-19 |
|
| Jan-20 |
|
Problem 3 (continued from P2)
If the company can outsource the product for the cost of $250 per unit (with the max outsource capacity of 80 units). What would be the optimized capacity plan (hence, students need to make ONE recommendation from the six options of Problem 2)?
Show the analysis to justify your recommendation (explain why your recommendation is the best option).
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