please asnwer

Question 2 (50%): Consider a voting game with n 2 3 voters. Voter 16's action is a vote, oi, that is restricted to be between 1 and 3, or 1 5 a.- S 3, i = 1,2., ...,n. Votes are cast simultaneously. The implemented policy, d, is the average of all the votes, or d = ital + a2 + + on). Voters have ordinal preferences. Voter i's ideal policy is denoted sci. Given the implemented policy d, voter i's utility is -($a- - 602, which implies that voter i is worse off the farther away d is from 3:5. As a function of the action prole, voter i's utility is 1 2 ui(az-,a_z-) = ($1- 011 +a2 + +an)) . 2.1 Derive voter i's best response function