Table 23-3Voter TypeType 1Туре 2Type 3Number of Voters401545First choiceCBASecond choiceBACThird choiceACBRefer to Table 23-3. The table shows the preferences of 100 voters over three possible outcomes: A, B, and C. If a Borda count election were held among thesevoters, giving three points to each voter's first choice, two points to the second choice, and one point to the last choice, which outcome would win the election?O a.Outcome CO b. Outcome B○ c.Outcome AO d. Either outcome A or outcome C since these have the same total score.

The Borda count is a voting system where voters rank options and points are assigned to each rank.…

Answered: Table 23-3 Voter Type Type 1 Туре 2…

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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Government question attached.
Question 2 A problem with the median voter outcome is that it does not take into account intensity of preferences. Suppose that the government decided to give multiple votes to people with strong preferences, pro or con. Does this solve the problem? Why or why not?
4.1. The vote-for-two method works as follows: Candidates get apoint whenever a voter ranks them first or second. The candidate withthe most points is declared to be the winner (or if several candidates tiefor the most points, they are all declared to be winners).(a) Does the vote-for-two method satisfy the Condorcet criterion?(b) Does the vote-for-two method satisfy the anti-Condorcet criterion?(c) Does the vote-for-two method satisfy the Pareto property?(d) Is the vote-for-two method independent?
Question 59 Comparing San Francisco to Los Angeles and San Diego, which had the highest % voting for Hillary Clinton in 2016 O Los Angeles San Francisco O They had equal percentages in favor of Clinton O San Diego Question 60 California can pass a law - or even a state Constitutional amendment - without involving the Governor or the State legislature. True O False
Ex. 4 Strength Can Be Weakness A three-person committee has to choose a winner for a prize. After some debate, there are three candidates still under consideration. Let's call these candidates a, b and c, and call those committee members 1, 2 and 3. The committee members only care about which candidate wins the prize, and their preferences as follows: member 1 prefers a to b and b to c; member 2 prefers c to a and a to b; and member 3 prefers b to c and c to a. The rules of the competition say that the committee should first apply majority vote (secret ballot, one member one vote) and the candidate with the most votes wins. If the vote is tied, that is, the majority rule select a unique winning candidate, then the winner will be the candidate for whom member 1 voted. Thus, it might seem that member 1 has an advantage. (1) Write down the strategic form of this voting game. [You may assign any number to the payoff of each voter, as long as it is consistent with her preference order.] (2)…
Need help with this. THanks!
Canada's current election system prevents strategic voting. O True False
urgent part D E 1.10. The US Federal System is the voting method for passing a bill intolaw. It involves 100 members of the Senate, 435 members of the Houseof Representatives, the vice president, and the president, for a total of537 voters. For a bill to pass, it must have a majority in the House, amajority in the Senate, with the possibility of the vice president breakinga tie, and the signature of the President; or if the president opposes thebill, it must have a 2/3 super-majority in both the House and Senate tooverride the veto. Otherwise the bill is defeated.Think of this as a social choice function where the alternatives areA, to pass the bill, or B, to defeat the bill. Does the US federal systemsatisfy:(a) the anonymity criterion?(b) the neutrality criterion?(c) the monotonicity criterion?(d) the decisiveness criterion?(e) the near decisiveness criterion?
1. Describe the terms the plurality and the majority with an example. 2. Which method could violate the Majority Criterion and which methods always satisfy the monotonicity criterion?
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