The head of transportation asks you to plan the route for the one paint truck for the Land-Of-Make-Believe in Figure 1 (this happened in my town this summer) to paint the middle of each street with two solid lines to separate the right and left lanes. The truck will paint both lines at the same time, so you would only need to pass along each street once. Note that intersections do not get painted, so you don't have to worry about crossing any intersection for painting. Thus, you may turn or go straight at any corner without worrying about the paint. The direction you travel does not matter, as long as you do pass along each road. The optimal route would have the truck drive through the city, drawing on each road exactly one time, and not driving on any road that has already been painted. Is the optimal route possible? Determine the most efficient route possible (optimal or next closest option). retorn Court Hea wewe Sre SESEBE La Greter Sa Shet Forest BE LCHE EEEEEE 2 ber My Town Directions: Write a complete report to the head of transportation for the Land-Of-Make-Believe assuming that he has not seen this document. Note that this person does not have a modeling background, so be careful not to use technical words without explaining them. This is not a report for your instructor, but for a professional that will use your results to actually paint lines in this city. To be submitted: You are to submit a typed (professional) report that includes at least the following sections, but you are welcome to add more and subsections: Introduction (provides an overview of the problem and why it is important. Do not assume that the head of transportation has this document. So, your report must contain all necessary information.) Assumptions (several people had some in class, if your method needs assumptions, then include them; e.g., Certain roads are more important than others.) Model development (Clearly explain your modeling approach and why you used it.) Results and Discussion (You will get results and need to communicate them. You may also want to explain how decisions you made in the modeling process impacted your solution. Can you explain strengths of your approach and weaknesses?) References (If you use outside sources, use text citations ere that mati is in body of your report and include a full list eferences the end with professional citation. Any professional method of citation is fine; e.g. APA Chicago, Vancouver, etc.) Your submission must be uploaded as Word or PDF into Canvas. Evaluation: I use a holistic grading approach. The writing, discussions, analysis, rationale and justifications all create a complete project that are hard to separate or equate to a grade. I will make extensive feedback on your work and its strengths and weaknesses. Bonus: Suppose the head of transportation also needs to plan the snow removal routes in the Land-Of-Make-Believe. Discuss what adaptations are needed in your model to solve the snow plow problem. In other words, does your model solve that problem? If not, why? What changes need to be made? Can it provide insights or do you need to start over with new information? Write up your bonus response in a separate report at the end of this submission. The head of transportation asks you to plan the route for the one paint truck for the Land-Of-Make-Believe in Figure 1 (this happened in my town this summer) to paint the middle of each street with two solid lines to separate the right and left lanes. The truck will paint both lines at the same time, so you would only need to pass along each street once. Note that intersections do not get painted, so you don't have to worry about crossing any intersection for painting. Thus, you may turn or go straight at any corner without worrying about the paint. The direction you travel does not matter, as long as you do pass along each road. The optimal route would have the truck drive through the city, drawing on each road exactly one time, and not driving on any road that has already been painted. Is the optimal route possible? Determine the most efficient route possible (optimal or next closest option). retorn Court Hea wewe Sre SESEBE La Greter Sa Shet Forest BE LCHE EEEEEE 2 ber My Town Directions: Write a complete report to the head of transportation for the Land-Of-Make-Believe assuming that he has not seen this document. Note that this person does not have a modeling background, so be careful not to use technical words without explaining them. This is not a report for your instructor, but for a professional that will use your results to actually paint lines in this city. To be submitted: You are to submit a typed (professional) report that includes at least the following sections, but you are welcome to add more and subsections: Introduction (provides an overview of the problem and why it is important. Do not assume that the head of transportation has this document. So, your report must contain all necessary information.) Assumptions (several people had some in class, if your method needs assumptions, then include them; e.g., Certain roads are more important than others.) Model development (Clearly explain your modeling approach and why you used it.) Results and Discussion (You will get results and need to communicate them. You may also want to explain how decisions you made in the modeling process impacted your solution. Can you explain strengths of your approach and weaknesses?) References (If you use outside sources, use text citations ere that mati is in body of your report and include a full list eferences the end with professional citation. Any professional method of citation is fine; e.g. APA Chicago, Vancouver, etc.) Your submission must be uploaded as Word or PDF into Canvas. Evaluation: I use a holistic grading approach. The writing, discussions, analysis, rationale and justifications all create a complete project that are hard to separate or equate to a grade. I will make extensive feedback on your work and its strengths and weaknesses. Bonus: Suppose the head of transportation also needs to plan the snow removal routes in the Land-Of-Make-Believe. Discuss what adaptations are needed in your model to solve the snow plow problem. In other words, does your model solve that problem? If not, why? What changes need to be made? Can it provide insights or do you need to start over with new information? Write up your bonus response in a separate report at the end of this submission