c. unwholesome
d. dynamic
21. In the context of ABC inventory analysis, which of the following statements is true of class C items?
a. They require close control by operations managers.
b. They comprise more than 80 percent of the total dollar usage.
c. They can be managed using automated computer systems.
d. They make up less than 10 percent of inventory items.
22. The demand for trains between Marshdell and Deepbarrow varies throughout the year. The demand reaches its peak in
summer and drops during winter. This demand for trains can be categorized as _____ demand.
a. static
b. overfull
c. unwholesome
d. dynamic
23. In the context of managing inventories in supply chains, _____ is the time between placement of an order and its
receipt.
a. the lead time
b. a time series
c. the changeover time
d. a time horizon
24. Which of the following statements is true of a fixed-period system (FPS)?
a. It orders a fixed quantity of items when the inventory position reaches or drops below the reorder point (r).
b. It orders sufficient stock at the time of review to bring the inventory position up to the replenishment level (M).
c. It maintains a constant order quantity every review period.
d. It checks the inventory position on a continuous basis.
25. Net Steels is a steel manufacturing company. It orders 180 metric tons of raw material per order. It was observed that
the company often faces stockout. To tackle this issue, the company incorporated a fixed-quantity system (FQS) and
collected the following data.
Demand 11,000 metric tons per year
Order Cost $18,000 per order
Item Cost $36,000 per year
Inventory-Holding Cost 20 percent per year
Using the data, Net Steels determined that the economic order quantity (EOQ) should be 235 metric tons. In this scenario,
the annual amount that Net Steels can save by ordering as per the EOQ instead of its conventional order is:
a. less than $45,000.
b. more than $45,000 but less than or equal to $55,000.
c. more than $55,000 but less than or equal to $65,000.
d. more than $65,000.
26. Using the data regarding the inventory management of a stock-keeping unit shown in the following table, it can be
concluded that the optimal replenishment level without any safety stock for a fixed-period system (FPS) under the model
assumptions is:
Demand 100 units per week