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-Given That There Are 30 Voters and 3 Candidates, Complete

Question 62

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 Number of Voters  Ranking 21a>b>c>d>e20 b>d>e>c>a\begin{array} { c | l } \text { Number of Voters } & \text { Ranking } \\\hline 21 & \mathrm { a } > \mathrm { b } > \mathrm { c } > \mathrm { d } > \mathrm { e } \\20 & \mathrm {~b} > \mathrm { d } > \mathrm { e } > \mathrm { c } > \mathrm { a }\end{array}
-Given that there are 30 voters and 3 candidates, complete the following voter profile so that the Borda Method violates the Majority Criterion.  Number of Voters  Ranking 16 b>c>a?c>b>a?c>a>b\begin{array} { c | l } \text { Number of Voters } & \text { Ranking } \\\hline 16 & \mathrm {~b} > \mathrm { c } > \mathrm { a } \\? & \mathrm { c } > \mathrm { b } > \mathrm { a } \\? & \mathrm { c } > \mathrm { a } > \mathrm { b }\end{array}

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To violate the Majority Criterion using ...

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