Question
accounts multiple choice
The graph below depicts the components of total stock administration costs for an item of inventory Cost(s) Z Quantity (units
Total Stock Administration costs under the EOQ model is the sum of: Select one: a. Carrying costs and reorder level costs b.
The graph below depicts the components of total stock administration costs for an item of inventory Cost (s) Quantity (units)
The following information pertains to inventory item ZL47. Reorder level 3 150 units Reorder quantity 3 250 units Minimum lea
The annual demand for a particular product is 2,000 units. Each unit costs $625 and the cost of carrying one unit in inventor
The EOQ for a particular model of laptops at Computer Giants is 40 units and the annual demand is 2,000 units. If the cost
Suppose that your company sells a product for which the annual demand is 10,000 units. Holding costs are $1.00 per unit per y
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Answer #1

1. Label Z represents the economic order quantity. Option C is the answer.

2. Total Stock Administration Cost under EOQ is sum of ordering and carrying costs. Option D is the answer.

3. Label III represents ordering costs. Option C is the answer.

4.

First we need to calculate average consumption as follows :

Average consumption = (Minimum level + Maximum level) / 2 = (90 + 260)/2 = 175 units

Average time = (Minimum time + Maximum time) / 2 = (11 + 15) / 2 = 13 days

Minimum stock level = Re-order level - (Average consumption * average time) = 3150 units - (175 units * 13 days) = 875 units

Therefore, Option C is the answer.

5. Option B is the answer.

6. Substituting the value in the EOQ formula :

40 units = √(2 * 2000 * 5) / carrying cost per unit = $0.08. Option D is the answer.

7. Option D is the answer. EOQ = 2000 units, therefore, holding cost annually = $1000 + setup cost per order = $1000 = $2000

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