Question 1204894: The accompanying figure shows the flow of downtown traffic in a certain city during rush
hours on a typical weekday. The arrows indicate the direction of traffic flow on each one - way
road, and the average number of vehicles entering and leaving each intersection per hour
appears beside each road. Fifth and Sixth Avenues can handle up to 2000 vehicles per hour
without causing congestion, whereas the maximum capacity of each of the two streets is 1000
vehicles per hour. The flow of traffic is controlled by traffic lights installed at each of the four
intersections.
(a) Set up the system of equations that would model this problem.
(b) Solve the system of equations and write the answer in parametric form. Place restrictions
on the parameter.
(c) Find two possible flow patters that would ensure that
there is no traffic congestion.
https://app.gemoo.com/share/image-annotation/582671203482226688?codeId=v6gEJ2NwXx9EQ&origin=imageurlgenerator&card=582671200751734784
link of picture .
need answer in one night please
Thanks
Answer by MathLover1(20850) (Show Source):
You can put this solution on YOUR website!
here are three problems with solutions
your problem is 1., scroll down and find its solution
https://people.tamu.edu/~kahlig/handouts/wordprb2-3ans.pdf
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