BUS 190 Spring 2018 HW Z Capacitated flow and Binary LPs The network diagram below shows the capacity of various routes commuters take to get from City A (node 1) to City B (node 6) during the morning rush hour. The numbers on the arcs is the maximum capacity for that section of road or freeway, in 1000s of vehicles per hour. You want to find the maximum number of cars this highway network can hold (in 1000s of vehicles/bo). In. particular.vou want to see if the capacity is at least 5000 vehicles per hour during the rush hour Set up the Capacitated Flow decision variables, objective function, and constraints for this problem. 1. a. What 'trick do you need to put in the diagram to represent the system capacity? (do it on the graph). b. What are the DVs? (NUN!) c. What is the objective function? UNITS! d. Set up the constraints on the next page. Be sure to mention somewhere what the units are. BUS 190 Spring 2018 HW Z Capacitated flow and Binary LPs The network diagram below shows the capacity of various routes commuters take to get from City A (node 1) to City B (node 6) during the morning rush hour. The numbers on the arcs is the maximum capacity for that section of road or freeway, in 1000s of vehicles per hour. You want to find the maximum number of cars this highway network can hold (in 1000s of vehicles/bo). In. particular.vou want to see if the capacity is at least 5000 vehicles per hour during the rush hour Set up the Capacitated Flow decision variables, objective function, and constraints for this problem. 1. a. What 'trick do you need to put in the diagram to represent the system capacity? (do it on the graph). b. What are the DVs? (NUN!) c. What is the objective function? UNITS! d. Set up the constraints on the next page. Be sure to mention somewhere what the units are