A store has collected the following information on one of its products: Demand = 5,000 units/year Ordering costs = $12/order Holding costs = $4/unit/year Lead-time = 5 days weeks Unit cost = $748/unit Number of weeks per year = 50 weeks a) The firm currently orders 500 units per order. What is the total cost of orderir holding these goods under this system? b) Determine their economic order quantity and cost of ordering and holding goods

Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter2: Introduction To Spreadsheet Modeling
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QUESTION 3
A store has collected the following information on one of its products:
Demand = 5,000 units/year
Ordering costs = $12/order
Holding costs = $4/unit/year
Lead-time = 5 days weeks
Unit cost = $748/unit
Number of weeks per year = 50 weeks
a) The firm currently orders 500 units per order. What is the total cost of ordering and
holding these goods under this system?
b) Determine their economic order quantity and cost of ordering and holding goods using
the EOQ.
c) Form the ratio of the order quantities under the old policy and EOQ. Form the ratio of
the EOQ to the old order quantity. Then form the ratio of their total system costs under
the two ordering policies. Average these two ratios and compare this number with the
ratio of the old total cost with the total cost under an EOQ policy.
d) How do they compare?
Transcribed Image Text:QUESTION 3 A store has collected the following information on one of its products: Demand = 5,000 units/year Ordering costs = $12/order Holding costs = $4/unit/year Lead-time = 5 days weeks Unit cost = $748/unit Number of weeks per year = 50 weeks a) The firm currently orders 500 units per order. What is the total cost of ordering and holding these goods under this system? b) Determine their economic order quantity and cost of ordering and holding goods using the EOQ. c) Form the ratio of the order quantities under the old policy and EOQ. Form the ratio of the EOQ to the old order quantity. Then form the ratio of their total system costs under the two ordering policies. Average these two ratios and compare this number with the ratio of the old total cost with the total cost under an EOQ policy. d) How do they compare?
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