Consider a vote being taken by three roommates, A, B, and C, who share a triple dorm room. They are.

Consider a vote being taken by three roommates, A, B, and
C, who share a triple dorm room. They are trying to decide which of three
elective courses to take together this term. (Each roommate has a different
major and is taking required courses in her major for the rest of her courses.)
Their choices are Philosophy, Geology, and Sociology, and their preferences for
the three courses are as shown here:

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Consider a vote being taken by three roommates, A, B, and C, who share a triple dorm room. They are.
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The roommates have decided to have a two-round vote and
will draw straws to determine who sets the agenda. Suppose A sets the agenda
and wants the Philosophy course to be chosen. How should she set the agenda to
achieve this outcome if she knows that everyone will vote truthfully in all
rounds? What agenda should she use if she knows that they will all vote
strategically?

 

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