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XYZ shop has a favorite model that has annual sales of 145. The cost to place an order to replenish inventory is $25 per order, and annual inventory holding cost per unit is $20. Assume the store is open 350 days per year. a. What is the optimal order size

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Answer:

EOQ= 19 units

Explanation:

Giving the following information:

Demand= 145 units

Order cost= $25 per order

Holding cost= $20.

To calculate the optimal order quantity, we need to use the economic order quantity method:

Economic order quantity (EOQ)= √[(2*D*S)/H]

D= Demand in units

S= Order cost

H= Holding cost

EOQ= √[(2*145*25) / 20]

EOQ= √362.5

EOQ= 19 units

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