In a state OC, there are two parties, Stars and Squares, have their supporters geographically clustered. You have to design the district structure for single-member- district plurality elections. A district must come in a single piece (be contiguous), and it must include between 9 and 11 voters. You are helping the Stars draw new districts, and your goal is to help them win as many seats as possible. Below are three possible ways you can draw your first district (A, B, C). Which one gives the Stars a chance to maximize their seats? * * B * A Key: 17 Key: 17 - 14 · 14 *
In a state OC, there are two parties, Stars and Squares, have their supporters geographically clustered. You have to design the district structure for single-member- district plurality elections. A district must come in a single piece (be contiguous), and it must include between 9 and 11 voters. You are helping the Stars draw new districts, and your goal is to help them win as many seats as possible. Below are three possible ways you can draw your first district (A, B, C). Which one gives the Stars a chance to maximize their seats? * * B * A Key: 17 Key: 17 - 14 · 14 *
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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Transcribed Image Text:O A
B
C
*
■
Key: 1714
Given the pictures, it is impossible for the Stars to maximize their seats
*
Transcribed Image Text:In a state OC, there are two parties, Stars and Squares, have their supporters
geographically clustered. You have to design the district structure for single-member-
district plurality elections. A district must come in a single piece (be contiguous), and it
must include between 9 and 11 voters.
You are helping the Stars draw new districts, and your goal is to help them win as many
seats as possible. Below are three possible ways you can draw your first district (A, B,
C). Which one gives the Stars a chance to maximize their seats?
B
A
Key: 17
- 14
Key: 1714
*
*
Expert Solution
Step 1: Proportion obtained.
In district A there are 0 stars and 11 squares
In district B there are 10 stars and 0 squares
In district C there are 5 stars and 6 squares therefore
proportion of Stars in A is 0/11 =0.0
proportion of Stars in B is 10/10 =1.0
proportion of Stars in C is 5/11= 0.45
State B is the option
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