1. ProKick manufactures soccer balls at three factories (labeled A, B, and C), and ships them...
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1. ProKick manufactures soccer balls at three factories (labeled A, B, and C), and ships them to stores in California, Arizona, New Mexico, and Texas. Each store has a demand that must be satisfied, each factory has a maximum possible output, and there are different shipping costs (per soccer ball) between factory and store, as tabulated below: Store California Arizona New Mexico Texas Max Factory Output $0.83 $0.78 $0.78 $0.67 $0.73 $0.58 Store Demand 5,000 2,000 Factory A B C $0.59 $0.50 $0.93 4,000 $0.77 $0.93 $0.78 1,000 4,000 7,000 3,000 (a) Formulate a minimum cost transportation problem to satisfy store demand while minimizing shipping costs. Make sure to define your variables and provide a brief descriptive label for each functional constraint. Ignore integrality. (b) Solve the model you created in part (a) using MATLAB or other software. 1. ProKick manufactures soccer balls at three factories (labeled A, B, and C), and ships them to stores in California, Arizona, New Mexico, and Texas. Each store has a demand that must be satisfied, each factory has a maximum possible output, and there are different shipping costs (per soccer ball) between factory and store, as tabulated below: Store California Arizona New Mexico Texas Max Factory Output $0.83 $0.78 $0.78 $0.67 $0.73 $0.58 Store Demand 5,000 2,000 Factory A B C $0.59 $0.50 $0.93 4,000 $0.77 $0.93 $0.78 1,000 4,000 7,000 3,000 (a) Formulate a minimum cost transportation problem to satisfy store demand while minimizing shipping costs. Make sure to define your variables and provide a brief descriptive label for each functional constraint. Ignore integrality. (b) Solve the model you created in part (a) using MATLAB or other software.
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a Objective Minimize total shipping cost Variables xAij number of soccer balls shipped from Factory A to Store i in state j xBij number of soccer ball... View the full answer
Related Book For
Vector Mechanics for Engineers Statics and Dynamics
ISBN: 978-0073212227
8th Edition
Authors: Ferdinand Beer, E. Russell Johnston, Jr., Elliot Eisenberg, William Clausen, David Mazurek, Phillip Cornwell
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