B. Enumerate the eight (8) voting systems. Give a brief description of each. A. Enumerate and explain the four basic criteria of Fairness in Voting (see textbook,pp. 141-142).

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Answered: A. Enumerate and explain the four basic…

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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i) A public opinion surveyed a simple random sample of 1000 voters. Respondents were classified by gender (male or female) and by voting preference (Average, Good, or Excellent). Results are shown in the contingency Table 4 below. Voting Preferences Total Average Good Excellent Male 210 120 70 400 Female 200 350 50 600 Total 410 470 120 1000 Make a clustered bar chart to show all the possibilities of voting preferences when gender is known. NOTE: DO NOT SOLVE ON EXCEL AND CLASSIFY EACH STEPS
Refer to the study below of how people attempt to influence the choices of others. Recall that students selected three portable grill displays to be compared from an offering of five different grill displays.a). Use a counting rule to count the number of ways the three displays can be selected from the five available displays to form a three grill display combination.b). The researchers informed students to select the three displays in order to convince people to choose Grill #2. Consequently, Grill #2 was a required selection. Use a counting rule to count the number of different ways the three grill displays can be selected from the five displays if grill #2 is selected. (The answer should agree with the answer of a)c). Now suppose the three selected grills will be set up in a specific order for viewing by a customer. (The customer views one grill first, then the second, and finally the third grill). Again, grill #2 must be one of the three selected. How many different ways can the…
construct 5 example problems with solution using sampling methods (stratified,clustered,quota, convenience,non-probability)
Select one of the following awards for this discussion: Academy Award for Best Picture Grammy Award for Best Album Heisman Trophy Nobel Peace Prize Pulitzer Price for Fiction For the award you selected, answer the following four questions: How are the nominees selected? Who votes? What type of voting is used? Remember the methods we studied in this unit - majority, plurality, plurality with elimination, Borda count method, Pairwise comparison method. Is one of these types of voting methods used or another method? Describe the method used. Who tabulates the results?
Suppose a state has 10 representatives and a population of 14 million; party affiliations are 40% Republican and 60% Democrat. a. If districts were drawn randomly, what would be the most likely distribution of House seats? b.lf the districts could be drawn without restriction (unlimited gerrymandering), what would be the maximum and minimum number of Republican representatives who could be sent to Congress? a. What would be the most likely distribution of House seats? Republicans, Democrats Wen b. The maximum number of Republicans representatives could be The minimum number of Republicans representatives could be
The city of Cleansburg has 8126 registered voters. There is an election for Mayor of Cleansburg, and there are three candidates for the position: Smith, Jones, and Brown. The day before the election a telephone poll of 517 randomly chosen registered voters produced the following results: 229 people surveyed indicated that they would vote for Smith, 175 indicated that they would vote for Jones, and 113 indicated that they would vote for Brown. a) Give the sampling proportion for this survey. Round the answer to two decimal places. % b) Give the sample statistic estimating the percentage of the vote going to Smith. Round the answer to two decimal places. %
What is a weighted voting system?
The government of a large city needs to determine whether the city's residents will support the repair of several roads. The government decides to conduct a survey of a sample of the city's residents. Which one of the following procedures would be the most appropriate for obtaining a sample of the city's residents? O Survey a random sample of the residents who use public transportation. O Survey every tenth person to use the public restroom. O Survey the last 100 residents listed in the telephone directory. O Survey a random sample of persons within each neighborhood. C
Write a short description of the bootstrap method of sampling. Possible plan (you can use your own plan if you prefer): 1) Motivation - why is the bootstrap method needed and what problems does it aim to resolve. 2) Procedure - how is the method carried out.

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