In a country there are 4 types of individuals The utility function of the ith type is given by: U¡ (x₁, G) = x¡ ⋆ ln x₁
Posted: Sun Jun 05, 2022 4:48 pm
- In A Country There Are 4 Types Of Individuals The Utility Function Of The Ith Type Is Given By U X G X Ln X 1 (177.87 KiB) Viewed 42 times
Public Finance
Public Policy
In a country there are 4 types of individuals The utility function of the ith type is given by: U¡ (x₁, G) = x¡ ⋆ ln x₁ + i In G; i = 1, 2, 3, 4 where, x; denotes the private good consumed by each citizen and G denotes the public good. The first type has 2 individuals, the second type has 3 individuals, the third and the fourth type have 2 individuals each. The marginal cost of providing the public good is 9/-. a. Compute the efficient level of provision of the public good. b. Assume that the local government asks the voters to directly decide about level of G informing them that for each unit of the public good, each of them will be asked to pay a contribution equal to 1. What would be the preferred level of G by each of the four subgroups be? Which G would come out of the voting process?