In: Advanced Math
The given table shows the preference schedule for an election with 5 candidates. Find the complete ranking using the method of pairwise comparisons. (Assuming that ties are broken using the results of the pairwise comparisons between the tying candidates.)
| NUMBER OF VOTERS | 11 | 9 | 7 | 5 | 4 | 3 | 
| 1ST | C | E | D | B | D | B | 
| 2ND | A | A | C | E | B | C | 
| 3RD | D | B | E | C | A | E | 
| 4TH | E | D | B | A | E | D | 
| 5TH | B | C | A | D | C | A | 
Choose the answer below
( ) E,D,B,C,A
( ) A,B,C,D,E
( ) E,A,B,C,D
( ) D,C,E,A,B
The pairwise comparison method is used to determine the best candidate amoungs the list .The correct answer is DCEAB.



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