How many times the company should place orders in a year

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Reference no: EM133412128

Question: Costco has received the following demands for a product this year:
Month 1 2 3 4 5 6 7 8 9 10 11 12

Demand 300 700 800 900 3300 200 600 900 200 300 1000 800

Suppose ordering cost (OC) is $504 and holding cost (HC) of one unit of product in a year is $3. There is no shortage cost. Backordering is not allowed in this model.

To achieve the minimum total cost (ordering cost + holding cost), how many times the company should place orders in a year? In each order, how many products should be ordered? What is the total cost in a year?

Given that the total demand of the whole year is 10,000 products, suppose the company is going to use the EOQ

model for the accumulated demand of one year (10,000). In other words, ignore the monthly demand. Compute: 1

• Optimal order quantity (Q*) • Total cost
• Frequency of orders
• Time between orders

Reference no: EM133412128

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