Number of voters612161st choiceCBAD2nd choiceBAC B3rd choiceDCD A4th choiceADB CFind number of points Candidate C receives under Pairwise Comparison (Copeland's Method)Points =Find the winner of this election under Pairwise Comparison (Copeland's Method)Winner10n08

Answered: Image /qna-images/answer/fb06766f-5dd3-4793-874f-11721fc4bf8a.jpg

Answered: Number of voters 10 16 1st choice C B D…

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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Q1
recall the country composed of four states, A, B, C, and D as shown in the table below. According to the country's constitution, the Congress will have 3O seats, divided among the four states according to their respective populations. Use Jefferson's method with d = 52 to apportion the seats for states A and C. Preference Table State A В C D Population (in 220 333 415 712 thousands) 5 and 8 4 and 8 7 and 4 4 and 7
1. Using the method of Pairwise comparison, who is the winner? 2. Using the Borda count method, which candidate comes in second?
Consider the following election. Number of Voters 16 11 12 4 1st Choice B D A B 2nd Choice A A D D 3rd Choice D B C C 4th Choice C C B A Using the Plurality Method, the winner of the election is Group of answer choices C D A B
I I am using the HARE method, would I choose B as the winner since B has more than 50% of total votes in the 2nd round? 5 4 3 2 1 1st A B C D D 2nd B C D A B 3rd D D A B C 4th C A B C A
Six candidates A, B. C. D. E. and Fcompete for a seat. There are 100 voters, and the voting profile is as follows (numbers of voters with such preferences are shown in brackets): |25| AEDBCF |20| BEDACF |18| CEDABF |35| FEDABC |2| DEABCF The Condorcet second is an alternative that wins with everybody except for the Condorcet winner. Calculate the alternatives selected by different rules: The plurality winner is The alternative vote winner is The Copeland winner is The Condorcet winner is The Borda Count winner is The Condorcet loser is The Condorcet second is
1. Number of voters 11 9 14 1st choice B A C 2nd choice C B B 3rd choice A C A Find the winner of this election under the plurality method.Winner = 2. Number of voters 7 7 6 5 7 10 1st choice B B D C C A 2nd choice A C A B D C 3rd choice D A B D B D 4th choice C D C A A B Find the winner of this election under the plurality method.Winner = 3. Number of voters 4 13 14 1st choice B C A 2nd choice C B B 3rd choice A A C Find the Condorcet Candidate, if there is one. If there is not a Condorcet Candidate, enter noneCondorcet Candidate = 4. Number of voters 13 14 18 9 1st choice D B A C 2nd choice B C D D 3rd choice C A B A 4th choice A D C B Find number of points Candidate D receives under Pairwise Comparison (Copeland's Method)Points = Find the winner of this election under Pairwise Comparison (Copeland's Method)Winner = 5. Number of voters 21 15 17 14 22 31 1st choice C D A C A B 2nd choice B A D…
Number of voters 9 8 10 4 17 1st choice В A C A 2nd choice C 3rd choice D C A C A 4th choice A D В В Find the winner under Plurality with Elimination (Instant Runoff Voting) Winner = Enter text Imore 1
Alabama Paradox There are 3 states and 20 seats. In 20 years, the number of seats was increased to 21. Suppose the years are 2000 and 2020. 1.) Complete the table using Hamilton's method to apportion the 20 seats for the populations after 2000 and the 21 seats after 2020. Round all standard quotas and the divisor to 7 decimal places if needed. You can use a spreadsheet to help you figure out an answer or calculate using a calculator. Fill in every cell. 20 seats 21 seats State Population 2000 Standard Initial Final Standard Initial Final Quotas Quotas Quotas Quotas Quotas Quotas A 5,222 В 9,677 15,821 30,720 C Total 2.) What are the two divisors? Enter your answer in the space provided below. Divisor for 20 seats: Divisor for 21 seats: 3.) Did an Alabama paradox occur? Explain your answer. Write your response below:
# of Voters 19 6 36 39 1st B W P S 2nd W B W W 3rd P P B P 4th S S S B Use the preference schedule provided in the introduction to answer the question about various voting methods. Vocabulary words in bold are defined in the Voting Theory section in Math in Society. Suppose we use Instant Runoff Voting. Remove the candidate with the least 1st Choice votes and update the preference schedule. Which candidate was removed? Group of answer choices Biden Sanders Warren Buttigieg
Given the weighted voting system [q: 5, 4, 3, 2], find all values of q that would grant all players veto power. Group of answer choices 14 14, 15 5, 6, 7, 8, 9, 10, 11, 12, 13, 14 13, 14

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Number of voters 10 16 1st choice C B D 2nd choice B A B 3rd choice D C A 4th choice A D C Find number of points Candidate C receives under Pairwise Comparison (Copeland's Method) Points= Find the winner of this election under Pairwise Comparison (Copeland's Method) Winner 9 12 A CDB