Three friends are choosing a restaurant for dinner. Here are their preferences:
a. If the three friends use a Borda count to make their decision, where do they go to eat?
b. On their way to their chosen restaurant, they see that the Mexican and French restaurants are dosed, so they use a Borda count again to decide between the remaining two restaurants. Where do they decide to go now?
c. How do your answers to parts (a) and (b) relate to Arrow’s impossibility theorem?
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