Twelve people serve on a board and are considering three alternatives: A, B, and C. Here are the choices followed by vote:22(ABC) (ACH) (RAC) (DCA) (CAD) (CRA).Determine the winner, if any, using Hare method.23A) ABnone of themC) BDC

Twelve people serve on the board and considering three alternatives: A, B, and C.The table lists the…

Answered: Twelve people serve on a board and are…

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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An election for favorite lunch snack is between Apples, Beets, and Carrots. Students voted for their top three from best to least. The results are: ABC: 33 BCA: 27 CAB: 36 How many votes will A have in total after B is eliminated due to the Hare method?
If V=R\power{3}, and W\index{1} is the xy plane and let W\index{2} is yz-plane: W\index{1}={(x,y,0):x,y∈R} W\index{2}={(0,y,z):y,z∈R} then V is not the direct sum of W\index{1} and W\index{2}.
The Rosetown community association plans to meet once each month. The association members are deciding what day of the week to meet by holding a vote. The choices are Monday (M), Tuesday (T), and Friday (F). Instead of voting for only one day, each member ranks the three days in order of preference. Each member's ballot gives the member's first, second, and third choice for a monthly meeting day. Here are the ballots submitted. Baliot 1 Ballot 2 Ballot 3 Ballot 4 Ballot 5 Ballot 6 Balot 7 Ballot 8 Ballot 9 1st M. 14 M F. M. 1st 2n 2n 2nd 2nd M M T. 2nd 2 2nd 2nd 2nd M. 3rd 3rd 3rd F 3rd 3rd M 3rd 3rd M. 3rd Ballot 10 Ballot 11 Ballot 12 Ballot 13 Balot 14 Ballot 15 Ballot 16 1st F M 1st T. M 14 2nd T. 2nd T. 2nd 2ne 20 2n M 2nd F M 3rd M 3rd 3rd M 3rd 3 3rd Construct a preference table to summarize the ballots. You can add or remove columns in the table as needed. Note: The individual ballots above will highlight when clicked. (Highlighting the ballots can help you with your…
Who wins by plurality? A BBM (B) LENI C MANNY D) No winner Number of Votes 1st Rank 2nd Rank 3rd Rank 14 BBM LENI MANNY 12 LENI MANNY BBM 8 BBM LENI MANNY 10 MANNY LENI BBM ...
PLEASE HELP How many votes were cast?How many votes are needed for a majority?Which candidate is the winner using Plurality-with-elimination?Which fairness criteria, if any, were violated by using Plurality-with-elimination?
Four candidates, Harrison (H), Lennon (L), McCartney (M), and Starr (S), are running for regional manager. After the polls close, ranked ballots are tallied, and the results are summarized in the table. Use the plurality method of voting to determine the winner. Harrison Lennon McCartney Starr Number of Ballots Cast 45 95 24 91 30 13 18 1st choice H L L M M S S 2nd choice L M S L L H M 3rd choice S H M H S L H 4th choice M S H S H M L
the powerball lottery is played twice each week in 31 states, the district of columbia and the virgin islands. To play powerball, a participant must purchase a $2 ticket, selest five numbers from the digits 1 through 59, and then select a powerball number from the digits 1 through 35. To determine the winning numbers for each game, lottery officials draw 5 white balls out of a drum of 59 white balls numbered 1 through 59 and 1 red ball out of a drum of 35 red balls numbered 1 through 35. To win the powerball jackpot, a participant's numbers must match the numbers on the 5 white balls in any order and must also match the number on the red powerball. The numbers 5-16-22-23-29 with a powerball number 6 provided the record jackpot of $580 million a) How many powerball lottery outcomes are possible?( hint Consider this a two-step exsperiment. Select the 5 white ball numbers and then selectthe 1 red Powerball number) b) What is the probability that a $2 lottery ticket wins the powerball…
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Twelve people serve on a board and are considering three alternatives: A, B, and C. Here are the choices followed by vote: ABC ACB 2 2 BAC BCA CAB CBA Determine the winner, if any, using Hare method. A A B none of them B C