Suppose you are voting in a referendum between alternatives A. and B. There are 100 other voters and the alternative which receives a majority of the votes wins. In case of a tie, you will toss a fair coin between the alternative. Choosing the alternative that is better for you gives a payoff of l; choosing the other alternative gives you a payoff of 0. You are told that alternative A is better for you with probability 3\". Yet, you are also told that ii A is the correct alternative, there will be, excluding your vote, 73 votes for A and 27 for B. Instead, if alternative 3 is correct, there will be 34 votes for A and 66 votes for B. Is it true that it is optimal for you to vote for A? Select one: 0 True 0 False According to the Median Voter Theorem if voters have single-peaked preferences: 0 a. The Condorcet winner is the median voter O b. The voter with the median income wins the elections 0 c. The Condorcet winner is the preferred choice by the median voter 0 d. The chosen tax-rate is equal to zero According to retrospective voting: 0 a. Citizens should update their beliefs about the quality of politicians by observing their chosen policies O b. Politicians only care about their reputation if they are of bad quality 0 c. When choosing which policy to implement elected official will take into account the last electoral results Q d. Only good politicians will be able to get reelected Democracies are less likely to engage in war among themselves because O a. Lame-duck elected officials are afraid of the electoral consequences of war O b. In democracies elected officials do not have the power to unilaterally declare war O c. Elected officials fear not getting reelected by voters that dislike wars O d. Citizens living in democracies have less to gain from a war