3 Linear Systems Group 9 The Rush Hour Traffic Flow For A Network Of Four One Way Streets In A City Is Shown In The Fi 1 (40.81 KiB) Viewed 93 times
3 Linear Systems Group 9 The Rush Hour Traffic Flow For A Network Of Four One Way Streets In A City Is Shown In The Fi 2 (33.99 KiB) Viewed 93 times
3: Linear Systems Group 9. The rush-hour traffic flow for a network of four one-way streets in a city is shown in the figure. The numbers next to each street indicate the number of vehicles per hour that enter and leave the network on that street. The variables In 32.13. and a represent the flow of traffic between the four intersections in the network during rush hour. For a smooth traffic flow, the number of vehicles entering each intersection should always equal the number leaving. For example, since 1,500 vehicles enter the intersection of 5th street and Washington Avenue each hour and x1 + x4 vehicles leave this intersection, we see that 11 + 24 = 1500. Set up a linear system and solve. Give a general solution stating any limitations on the parameter. Then provide two specific solutions and compare. Is one of those two solutions preferable over the other? If so, why might that be the case? If not, why are the two specific solutions equally preferable? 5th St. 6th St. 700 600 800 600 Washington Ave. * 900 500 500 Lincoln Ave. 400
why are the two specific solutions equa 5th St. 6th St. 700 600 800 X1 600 Washington Ave. X4 12 900 X 3 500 Lincoln Ave. 400 500
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