iz action: takeQuizB quiz pro Guid:04PLCOA80 101 0000003a4b4f 0080000&ck;= m 1 5

Question

iz action: takeQuizB quiz pro Guid:04PLCOA80 101 0000003a4b4f 0080000&ck;= m 1 5 130083447 13 0AAA6BD301 5DFg raded Assignment Due Monday 1211 17 at 09.0 Keep the Highest: 3 5. Understanding the Condorcet paradox Felx, Janet, and Megan want to bake a cake. They are choosing among chocolate cake (3), vanila cake ), and red velvet cake (. The following table shows each person's preferences for cake Ravors. The three friends decide to vote on the kind of cake they want and agree to bake the kind that wins by majority vote. Felix Janet Hegan First choice Second choice Third choice 2 between vanla ao Suppose Fei, lanet and Meg" Mst vete on whether to beke·chocolate cake er . red velvet ake, and then they wininer from the previous vote and between thine-nard vanifs cake, th. majonty Between chocolate case end red velvet cake. the maderey will vote for wil vote tor- ed velvet cake Nou, s.ppese Felc. Janer, and Megan firs vote on iwhather so bake chocclace cake svarila cake, and then shey vate bsticeen checolate cake and the winner from tha vate. anc bet een this wnner and choc ace cake the majerity

Explanation / Answer

a)between choclate and redvelevt cake the majority choose redvelvet and between redvevlvet and vanilla majority chooses vote for vanilla cake ......( on priority basing they are selected the 1st chooses 1:2 R--->C

2nd chooses 1:3 C--->R

3rd person chooses 2:3 R---->C so majority chooses redvelvet as their initial priority}

C)between redvalvet and vanilla the majority vote for Vanilla and between choclate and vanilla majority votes for

choclate ( because in the 1st 2 choice choclate is the primary priority)

D)True :in 2 or more cases it is difficult to identify so the statment is true

  

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