Problem 1. We are shipping boxes from central to local warehouses. Transportation costs per box are given on each arc. Note that Origin 2 cannot ship to Destination 2 (no arc connecting them). The route from Origin 1 to Destination 1 has a shipment limit: At most 20 boxes can be shipped via that route. We want to minimize the total cost. Formulate the LP problem below. What are your decision variables (x) ? State the units for each. write objective function and constraints.
Problem 1. We are shipping boxes from central to local warehouses. Transportation costs per box are given on each arc. Note that Origin 2 cannot ship to Destination 2 (no arc connecting them). The route from Origin 1 to Destination 1 has a shipment limit: At most 20 boxes can be shipped via that route. We want to minimize the total cost. Formulate the LP problem below. What are your decision variables (x) ? State the units for each. write objective function and constraints.
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter2: Systems Of Linear Equations
Section2.4: Applications
Problem 16EQ
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Problem 1. We are shipping boxes from central to local warehouses. Transportation costs per box are given on each arc. Note that Origin 2 cannot ship to Destination 2 (no arc connecting them). The route from Origin 1 to Destination 1 has a shipment limit: At most 20 boxes can be shipped via that route. We want to minimize the total cost. Formulate the LP problem below. What are your decision variables (x) ? State the units for each. write objective function and constraints.
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