Holstein Computing manufactures an inexpensive audio card (Audio Max) for assembly into several models of its microcomputers The following is their data Demand 36,162 cards per quarter Carrying Cost $5 per card per year Setup Cost $750 per order The company operates 250 days per year The machine used to manufacture this part has a production rate of 2000 units per day Using an EPQ model, what is their optimum lot size round to two decimal places

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Question: Holstein Computing manufactures an inexpensive audio card (Audio Max) for assembly into several models of its microcomputers. The following is their data: Demand 36,162 cards

Holstein Computing manufactures an inexpensive audio card (Audio Max) for assembly into several models of its microcomputers. The following is their data:

Demand	36,162 cards per quarter
Carrying Cost	$5 per card per year
Setup Cost	$750 per order

The company operates 250 days per year. The machine used to manufacture this part has a production rate of 2000 units per day.

Using an EPQ model, what is their optimum lot size?

*round to two decimal places

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