Question: Table 1 SKU Mean demand (units/month) Std. Deviation (units/month) Unit cost ($/unit) Unit Sale Price ($/unit) A 15000 2000 $16 $20 B 10000 3000 $20
Table 1
| SKU | Mean demand (units/month) | Std. Deviation (units/month) | Unit cost ($/unit) | Unit Sale Price ($/unit) |
| A | 15000 | 2000 | $16 | $20 |
| B | 10000 | 3000 | $20 | $23 |
| C | 10000 | 1500 | $14 | $16 |
For the data provided in Table 1, suppose the holding cost per unit per month is 3% of the cost of the item, and the backorder cost is 20% of the profit margin per month. The lead time to replenish the toys from the manufacturer in South Eastern China is two months.
Without substitution, the optimal replenishment order quantity for A in units will be closest to:
| 5500 | |
| 6000 | |
| 6500 | |
| 7000 | |
| 7500 |
The safety stock for C will be closest to:
| 130 | |
| 65 | |
| 0 | |
| -65 | |
| -130 |
With these 3 target service levels, for a customer who is willing to substitute easily among the 3 items (i.e. if they cannot find A, they will buy Bumblebee if available, and so on), the overall probability of a stock-out is closest to:
| 10% | |
| 30% | |
| 50% | |
| 70% | |
| 90% |
For the same service level requirement and replenishment lead time, you will find the safety stock is the greatest for
| A | |
| B | |
| C | |
| Each of them will have the same safety stock | |
| Cannot say with the information provided |
Without substitution, the optimal replenishment order quantity for C in units will be closest to:
| 3500 | |
| 4000 | |
| 4500 | |
| 5000 | |
| 5500 |
The safety stock for A in units will be closest to:
| 500 | |
| 600 | |
| 700 | |
| 800 | |
| 900 |
The target service level for B should be closest to:
| 30% | |
| 40% | |
| 50% | |
| 80% | |
| 100% |
The safety stock for B in units will be closest to:
| 150 | |
| 75 | |
| 0 | |
| -75 | |
| -150 |
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