A city planner wants to work with community leaders to develop a system of walker-friendly paths between the city's five parks. Since cost is an issue, the planner collects data on the cost of each park-to-park route. The planner uses the Nearest Neighbor method to determine an estimate of a least cost system of sidewalks that would allow a walker to visit each park once and return to the park where the walker has parked his/her car. The weighted graph below shows the cost of each possible path in thousands of dollars. B 236 239 124 225 131 163 A 168 109 120 Starting and ending at vertex A, what is the minimum cost to construct paths as estimated by the Nearest-Neighbor method? (note: The values on the graph are thousands of dollars, so you will need to append three zeros to your response. For example, if you get a minimum cost of 123, you would enter 123000.)

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 28PPS
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A city planner wants to work with community leaders to develop a system of walker-friendly paths
between the city's five parks. Since cost is an issue, the planner collects data on the cost of each
park-to-park route. The planner uses the Nearest Neighbor method to determine an estimate of a
least cost system of sidewalks that would allow a walker to visit each park once and return to the
park where the walker has parked his/her car.
The weighted graph below shows the cost of each possible path in thousands of dollars.
.236'
239
124.
225
131
163
A
168
109
120
11
E
Starting and ending at vertex A, what is the minimum cost to construct paths as estimated by the
Nearest-Neighbor method?
(note: The values on the graph are thousands of dollars, so you will need to append three zeros to
your response. For example, if you get a minimum cost of 123, you would enter 123000.)
Transcribed Image Text:A city planner wants to work with community leaders to develop a system of walker-friendly paths between the city's five parks. Since cost is an issue, the planner collects data on the cost of each park-to-park route. The planner uses the Nearest Neighbor method to determine an estimate of a least cost system of sidewalks that would allow a walker to visit each park once and return to the park where the walker has parked his/her car. The weighted graph below shows the cost of each possible path in thousands of dollars. .236' 239 124. 225 131 163 A 168 109 120 11 E Starting and ending at vertex A, what is the minimum cost to construct paths as estimated by the Nearest-Neighbor method? (note: The values on the graph are thousands of dollars, so you will need to append three zeros to your response. For example, if you get a minimum cost of 123, you would enter 123000.)
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