QUESTION 3. VOTER SUPPRESSION. A few months before an election, the NASTY party, which controls the state government at the moment, conducts a detailed, reliable poll and determines that it is likely to lose the upcoming election to the candidate from the NICE party. Predicted outcome: NICE guy gets 2,400,000 votes; NASTY guy gets 2,100,000 votes. The NASTY party considers various strategies to suppress some of the votes, reducing the number of voters who will show up to vote for the NICE candidate. They consider reducing the number of voting machines in NICE neighborhoods, which would cause long lines and discourage voters. They consider reducing the number of hours that the polls are open in NICE neighborhoods. They consider trying to intimidate NICE voters by stationing loud, armed NASTY supporters near the voting booths. They consider having a NASTY government clerk "accidentally" remove the names of lots of NICE people from the list of eligible registered voters. nev If the NASTY strategy reduces the number of NICE voters by 10%, does the NASTY guy win the election? Show the counts. If the NASTY strategy reduces the number of NICE voters by 20%, does the NASTY guy win the election? Show the counts. Let's say the results of the NASTY strategy are complicated. 25% of NICE votes are suppressed. But 10% of the registered NASTY voters are disgusted by the interference and switch their votes from NASTY to NICE. Show the result and the counts for this scenario.
QUESTION 3. VOTER SUPPRESSION. A few months before an election, the NASTY party, which controls the state government at the moment, conducts a detailed, reliable poll and determines that it is likely to lose the upcoming election to the candidate from the NICE party. Predicted outcome: NICE guy gets 2,400,000 votes; NASTY guy gets 2,100,000 votes. The NASTY party considers various strategies to suppress some of the votes, reducing the number of voters who will show up to vote for the NICE candidate. They consider reducing the number of voting machines in NICE neighborhoods, which would cause long lines and discourage voters. They consider reducing the number of hours that the polls are open in NICE neighborhoods. They consider trying to intimidate NICE voters by stationing loud, armed NASTY supporters near the voting booths. They consider having a NASTY government clerk "accidentally" remove the names of lots of NICE people from the list of eligible registered voters. nev If the NASTY strategy reduces the number of NICE voters by 10%, does the NASTY guy win the election? Show the counts. If the NASTY strategy reduces the number of NICE voters by 20%, does the NASTY guy win the election? Show the counts. Let's say the results of the NASTY strategy are complicated. 25% of NICE votes are suppressed. But 10% of the registered NASTY voters are disgusted by the interference and switch their votes from NASTY to NICE. Show the result and the counts for this scenario.
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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