Three United States cities form an equilateral triangle ABC. The sides of the triangle are major interstates connecting the three cities. A new attraction park is in the works on being built that will draw as many people as possible. Where are the possible points of the park such that the sum of its distances to the interstates is as small as possible? What would be the best location? Interpret the minimum sum of the distances from the optimal point to the interstates.
Three United States cities form an equilateral triangle ABC. The sides of the triangle are major interstates connecting the three cities. A new attraction park is in the works on being built that will draw as many people as possible. Where are the possible points of the park such that the sum of its distances to the interstates is as small as possible? What would be the best location? Interpret the minimum sum of the distances from the optimal point to the interstates.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Transcribed Image Text:Three United States cities form an equilateral triangle ABC. The sides of the
triangle are major interstates connecting the three cities. A new attraction
park is in the works on being built that will draw as many people as possible.
Where are the possible points of the park such that the sum of its distances
to the interstates is as small as possible? What would be the best location?
Interpret the minimum sum of the distances from the optimal point to the
interstates.
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