Question

wood county hospital consumed 400 boxes of bandages per week last year. the price of bandages was $80 per box, and the hospital operates 52 weeks per year. the cost of processing an order was $64, and the cost of holding one box throughout a full year was 20% of the value of the material. last year the hospital ordered bandages, on average, once every two weeks, each time ordering 800 boxes. what extra cost did the hospital incur that could have been avoided if the eoq concept has been applied? [you need to consider the difference between the total cost (holding cost plus setup cost) incurred with ordering 800 as compared to ordering the eoq; assume that there is no safety stock]

Answer 1

Economic Order Quantity is the optimal level of inventory where the inventory costs are the minimum. EOQ = (2AO/H)^(1/2).

What is Economic Order Quantity?

Companies determine their ideal order size by performing a calculation known as the economic order quantity (EOQ), which enables them to meet demand without going overboard. To reduce holding costs and surplus inventory, inventory managers calculate EOQ.

The order size that minimizes the overall holding costs as well as ordering expenses in inventory management is referred to as the "economic order quantity," or "economic buying quantity." One of the first traditional production scheduling models is this one.

The following is the EOQ formula. EOQ is equal to the square root of 2 times demand times ordering cost)/carrying cost. Demand. The EOQ's assumptions state that the demand is unchanged. How much stock is used annually or how many goods are sold annually is the measure of demand.

Learn more about the Economic Order Quantity here:

brainly.com/question/16986815

#SPJ1