Question 1.(10 points) Suppose three alternatives A, B, and C, are running in an election with 100 voters. The exact voting system used in the election is a secret, all you know is that it is an ordinal voting system. After visiting the local fortune teller and learn that: if you vote ABC, then the election results will be C>BA if you vote ACB, then the election results will be BAC Based on this information alone, which of the following fairness principles does the mystery voting system necessarily satisfy? (If you don't have enough information to say for certain whether the voting system has the fairness principle or not, state 'Not Enough Information") Q1)a) No Dictator: Q1)b) Unanimity: Q1)c) Egalitarian: Q1)d) Monotone: Q1e) IIA: Question 1.(10 points) Suppose three alternatives A, B, and C, are running in an election with 100 voters. The exact voting system used in the election is a secret, all you know is that it is an ordinal voting system. After visiting the local fortune teller and learn that: if you vote ABC, then the election results will be C>BA if you vote ACB, then the election results will be BAC Based on this information alone, which of the following fairness principles does the mystery voting system necessarily satisfy? (If you don't have enough information to say for certain whether the voting system has the fairness principle or not, state 'Not Enough Information") Q1)a) No Dictator: Q1)b) Unanimity: Q1)c) Egalitarian: Q1)d) Monotone: Q1e) IIA