A franchise of a chain of Mexican restaurants wants to determine the best location to attract customers from three suburban neighborhoods. The coordinates of the three suburban neighborhoods are as follows: Neighborhood Liberty Jefferson Adams a. Linear X-Coordinate What type of optimization problem is this? ✔b. Integer 3 8 4 The population of Adams is four times as large as Jefferson, and Jefferson is twice as large as Liberty. The restaurant wants to consider the population in its location decision. Develop and solve a model to find the best location, assuming that straight-line distances can be used between the locations. c. Nonlinear Y-Coordinate 9 5 4 What are the x and y coordinates for the optimal solution? Report answer to two decimal places in the following format (x,y) For example, if the solution was x=0 and y=0, report the answer as: (0.00, 0.00)
A franchise of a chain of Mexican restaurants wants to determine the best location to attract customers from three suburban neighborhoods. The coordinates of the three suburban neighborhoods are as follows: Neighborhood Liberty Jefferson Adams a. Linear X-Coordinate What type of optimization problem is this? ✔b. Integer 3 8 4 The population of Adams is four times as large as Jefferson, and Jefferson is twice as large as Liberty. The restaurant wants to consider the population in its location decision. Develop and solve a model to find the best location, assuming that straight-line distances can be used between the locations. c. Nonlinear Y-Coordinate 9 5 4 What are the x and y coordinates for the optimal solution? Report answer to two decimal places in the following format (x,y) For example, if the solution was x=0 and y=0, report the answer as: (0.00, 0.00)
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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Transcribed Image Text:A franchise of a chain of Mexican restaurants wants to determine the best location to attract customers from three suburban neighborhoods. The
coordinates of the three suburban neighborhoods are as follows:
Neighborhood
Liberty
Jefferson
Adams
X-Coordinate
a. Linear
✔b. Integer
3
8
4
What type of optimization problem is this?
c. Nonlinear
The population of Adams is four times as large as Jefferson, and Jefferson is twice as large as Liberty. The restaurant wants to consider the population in
its location decision. Develop and solve a model to find the best location, assuming that straight-line distances can be used between the locations.
Y-Coordinate
9
5
4
What are the x and y coordinates for the optimal solution?
Report answer to two decimal places in the following format (x,y)
For example, if the solution was x=0 and y=0, report the answer as:
(0.00, 0.00)
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