1. Use the Greedy Algorithm to find a Hamiltonian circuit starting at vertex D in the weighted graph shown below and show the total weight of the algorithm. Pickup Point A B 2. A bus that picks up day-workers for farmers has established pickup points at several places. The table below lists the distances (in miles) between the pickup points, measured along the only available routes. Starting at point D, use the Greedy Algorithm to find a route that takes the bus to each pickup point once and returns to point D. Give the total mileage for that route. C D E I 8 -14- 12 B 10 16 || 8 129 8 B I 16 18 8 16 8 18 8 15 9 16 16 15 3. A floor plan of a museum is shown. Draw a graph that represents the floor plan, where each vertex represents a room and an edge connects two vertices if there is a doorway between the two rooms. Is it possible to walk through the museum and pass through each doorway without going through any doorway twice? Does it depend on whether you return to the room you started at? Justify your conclusion. (5pts)
1. Use the Greedy Algorithm to find a Hamiltonian circuit starting at vertex D in the weighted graph shown below and show the total weight of the algorithm. Pickup Point A B 2. A bus that picks up day-workers for farmers has established pickup points at several places. The table below lists the distances (in miles) between the pickup points, measured along the only available routes. Starting at point D, use the Greedy Algorithm to find a route that takes the bus to each pickup point once and returns to point D. Give the total mileage for that route. C D E I 8 -14- 12 B 10 16 || 8 129 8 B I 16 18 8 16 8 18 8 15 9 16 16 15 3. A floor plan of a museum is shown. Draw a graph that represents the floor plan, where each vertex represents a room and an edge connects two vertices if there is a doorway between the two rooms. Is it possible to walk through the museum and pass through each doorway without going through any doorway twice? Does it depend on whether you return to the room you started at? Justify your conclusion. (5pts)
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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