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he grid below gives the locations of 25 voters in a region, which you must divide into 5 listricts of 5 voters each. In each district, the party with the most votes wins. The districts must satisfy these rules: the districts must be non-overlapping the districts must be contiguous meaning that every square must share a side with another square in that district. utline 5 districts which represent what you think is a "fair" way to split these voters up. plain what you used as your "fair" criteria. There is not one correct answer. There are any. Explanation of Method you used for Fairness:

he grid below gives the locations of 25 voters in a region, which you must divide into 5 listricts of 5 voters each. In each district, the party with the most votes wins. The districts must satisfy these rules: the districts must be non-overlapping the districts must be contiguous meaning that every square must share a side with another square in that district. utline 5 districts which represent what you think is a "fair" way to split these voters up. plain what you used as your "fair" criteria. There is not one correct answer. There are any. Explanation of Method you used for Fairness:

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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2. The grid below gives the locations of 25 voters in a region, which you must divide into 5 districts of 5 voters each. In each district, the party with the most votes wins. The districts must satisfy these rules: the districts must be non-overlapping the districts must be contiguous meaning that every square must share a side with another square in that district. Outline 5 districts which represent what you think is a "fair" way to split these voters up. Explain what you used as your "fair" criteria. There is not one correct answer. There are many. Answering the following questions may help in coming up with a "fair" method: a) How many Blue voters are there and what percentage of the voters in this region are Blue? b) How many Red voters are there and what percentage of the voters in this region are Red? To have proportional representation, how many of the five districts should the Red party win? How about the Blue party? Explanation of Method you used for Fairness: c)
Transcribed Image Text:2. The grid below gives the locations of 25 voters in a region, which you must divide into 5 districts of 5 voters each. In each district, the party with the most votes wins. The districts must satisfy these rules: the districts must be non-overlapping the districts must be contiguous meaning that every square must share a side with another square in that district. Outline 5 districts which represent what you think is a "fair" way to split these voters up. Explain what you used as your "fair" criteria. There is not one correct answer. There are many. Answering the following questions may help in coming up with a "fair" method: a) How many Blue voters are there and what percentage of the voters in this region are Blue? b) How many Red voters are there and what percentage of the voters in this region are Red? To have proportional representation, how many of the five districts should the Red party win? How about the Blue party? Explanation of Method you used for Fairness: c)
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