How many orders should be placed in a year what is the, Operation Management

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How many orders should be placed in a year what is the

For the Economic Order Size determined in a previous question 1(48.0 lbs), determine: (Hint: total cost has two terms such as fixed ordering cost and holding cost)

Days of Operation= 365 days

D= Demand Per Year= 2,000 pound

S= Ordering Cost= $9.66 per order

H= Holding Cost per Unit (1.2*10) = $16.80 per year

EOQ= sqrt (2* 2,000* 9.66/ 16.80) = 48.0 pounds

a. The total reorder costs over the period of a year

b. The total storage costs over the period of a year

c. How many orders should be placed in a year?

d. What is the length of a single cycle?

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