2. The maintenance department of a large hospital uses about 3100 cases of liquid cleanser annually. Ordering cost is $80, carrying cost per unit is 5 percent of the prices of a case, and the new price schedule indicates that orders of less than 150 cases will cost $22 per case, 150 to 249 cases will cost $20 per case, 250 to 349 cases will cost $18 per case, and orders larger than 349 will cost $17 per case. Determine the i. optimal order quantity for each of the ranges optimal total cost per year for each of the ranges. minimal total cost solution to the problem. 11. 111.

Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter7: Nonlinear Optimization Models
Section7.3: Pricing Models
Problem 15P
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2. The maintenance department of a large hospital uses about 3100 cases of liquid cleanser
annually. Ordering cost is $80, carrying cost per unit is 5 percent of the prices of a case,
and the new price schedule indicates that orders of less than 150 cases will cost $22 per
case, 150 to 249 cases will cost $20 per case, 250 to 349 cases will cost $18 per case, and
orders larger than 349 will cost $17 per case. Determine the
i.
optimal order quantity for each of the ranges
optimal total cost per year for each of the ranges.
minimal total cost solution to the problem.
ii.
iii.
Need properly written answers.
Transcribed Image Text:2. The maintenance department of a large hospital uses about 3100 cases of liquid cleanser annually. Ordering cost is $80, carrying cost per unit is 5 percent of the prices of a case, and the new price schedule indicates that orders of less than 150 cases will cost $22 per case, 150 to 249 cases will cost $20 per case, 250 to 349 cases will cost $18 per case, and orders larger than 349 will cost $17 per case. Determine the i. optimal order quantity for each of the ranges optimal total cost per year for each of the ranges. minimal total cost solution to the problem. ii. iii. Need properly written answers.
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