Traffic Modeling

University of Phoenix Material Traffic Modeling Figure 1 shows the crossways of 5 unidirectional streets and the number of cars that enter each intersection from both directions. For example, I1 shows that four hundred cars per hour enter from the pass and that 450 cars per hour enter from the left. bring in the Applications section in Section 6.2 of College Algebra as a reference. For this assignment, consumption Figure 1 to answer the questions following the figure and to trick up a Microsoft® PowerPoint® presentation. [pic] Figure 1. The intersections of five unidirectional streets The letters a, b, c, d, e, f, and g set out the number of cars pitiable between the intersections. To keep the commerce moving smoothly, the number of cars entering the intersection per hour essential meet the number of cars leaving per hour. 1. Describe the situation. 2. Create a transcription of linear equations using a, b, c, d, e, f, and g that models co ntinually current merchandise. 3. lap up the system of equations. Variables f and g should turn reveal to be independent. 4. Answer the following questions: a. List acceptable traffic adverts for both different nurses of the independent variables. b. The traffic flow on Maple Street between I5 and I6 must(prenominal) be greater than what harbor to keep traffic moving? c. If g = 100, what is the maximum value for f? d. If g = 100, the flows represented by b, c, and d must be greater than what values? In this situation, what argon the token(prenominal) values for a and e? e. This model has five one-way streets. What would happen if the model had five two-way streets?If you motive to feel a full essay, order it on our website: BestEssayCheap.com

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