Question: 4. Two-dimensional Spatial Models Consider a vote between policy a and policy b. than policy b? Which voters vote for policy a because it is

4. Two-dimensional Spatial Models Consider a vote between policy a and policy b. than policy b? Which voters vote for policy a because it is closer to their ideal point (center of circle) Which voters vote for policy b because it is closer to their ideal point (center of circle) than policy a? Which policy wins here? Issue 2 Issue 1 5. Mckelvey's Chaos Theorem Consider the 2-dimensional representation of the utility of three voters (1, 2, 3) and three possible policy outcomes (a, b, c) below: issue 1 T issue 2 a) list the majority winners of all possible pairwise contests between the outcomes a, b, and c. a vs. b: winner coalition (voters b VS. c: winner coalition (voters) c vs. a: winner coalition (voters) b) Are there coherent or cycling preferences

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