has A major coffee supplier has warehouses in Seattle and San Jose. The coffee supplier receives orders from coffee retailers in Salt Lake City and Reno. The retailer in Salt Lake City needs 400 pounds of coffee, and the retailer in Reno needs 250 pounds of coffee. The Seattle warehouse has 600 pounds available, and the warehouse in San Jose 500 pounds available. The cost of shipping from Seattle to Salt Lake City is $2.50 per pound, from Seattle from San Jose to Salt Lake City $4 per pound, and from San Jose to Reno $2 per pound. Find the number from each warehouse to each retailer to minimize the cost. to Reno $3 per pound, of pounds to be shipped

Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter5: Network Models
Section: Chapter Questions
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A major coffee supplier has warehouses in Seattle and San Jose. The coffee supplier receives orders from coffee retailers in Salt
K
Lake City and Reno. The retailer in Salt Lake City needs 400 pounds of coffee, and the retailer in Reno needs 250 pounds of
coffee. The Seattle warehouse has 600 pounds available, and the warehouse in San Jose has 500 pounds available. The cost
shipping from Seattle to Salt Lake City is $2.50 per pound, from Seattle to Reno $3 per pound, from San Jose to Salt Lake City $4
per pound, and from San Jose to Reno $2 per pound. Find the number of pounds to be shipped from each warehouse to each
retailer to minimize the cost.
Transcribed Image Text:of A major coffee supplier has warehouses in Seattle and San Jose. The coffee supplier receives orders from coffee retailers in Salt K Lake City and Reno. The retailer in Salt Lake City needs 400 pounds of coffee, and the retailer in Reno needs 250 pounds of coffee. The Seattle warehouse has 600 pounds available, and the warehouse in San Jose has 500 pounds available. The cost shipping from Seattle to Salt Lake City is $2.50 per pound, from Seattle to Reno $3 per pound, from San Jose to Salt Lake City $4 per pound, and from San Jose to Reno $2 per pound. Find the number of pounds to be shipped from each warehouse to each retailer to minimize the cost.
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