Optimization in Economics: Welfare Economics and Game Theory
This quiz is designed to assess your understanding of Optimization in Economics, specifically Welfare Economics and Game Theory.
Questions
In welfare economics, the concept of Pareto efficiency refers to a situation where:
- No individual can be made better off without making someone else worse off.
- Every individual is equally well-off.
- The total welfare of society is maximized.
- The distribution of resources is fair and equitable.
The Kaldor-Hicks criterion for evaluating economic policies states that a policy is:
- Pareto efficient.
- Beneficial if it makes at least one individual better off without making anyone worse off.
- Beneficial if it increases the total welfare of society.
- Beneficial if it reduces the inequality of income distribution.
In game theory, a Nash equilibrium is a set of strategies for the players in a game such that:
- No player can improve their outcome by changing their strategy unilaterally.
- All players are playing their best strategy.
- The total payoff to all players is maximized.
- The game is fair and equitable.
The prisoner's dilemma is a game theory model that illustrates:
- The benefits of cooperation.
- The costs of conflict.
- The importance of communication.
- The role of trust.
In a zero-sum game, the total payoff to all players is:
- Zero.
- Positive.
- Negative.
- Indeterminate.
The Cournot model of oligopoly is a game theory model that assumes that:
- Firms compete in quantity.
- Firms compete in price.
- Firms compete in both quantity and price.
- Firms compete in innovation.
The Bertrand model of oligopoly is a game theory model that assumes that:
- Firms compete in quantity.
- Firms compete in price.
- Firms compete in both quantity and price.
- Firms compete in innovation.
In a monopolistic competition market, firms:
- Produce differentiated products.
- Have market power.
- Face downward-sloping demand curves.
- All of the above.
The Hotelling model of spatial competition is a game theory model that assumes that:
- Firms are located along a linear market.
- Firms compete in prices.
- Consumers are uniformly distributed along the market.
- All of the above.
The Coase theorem states that:
- In the absence of externalities, the allocation of resources will be efficient regardless of the initial allocation of property rights.
- In the presence of externalities, the allocation of resources will be efficient if property rights are assigned to the party that can internalize the externality.
- Government intervention is always necessary to achieve an efficient allocation of resources.
- None of the above.
The Pigouvian tax is a tax that is imposed on:
- Negative externalities.
- Positive externalities.
- Both negative and positive externalities.
- None of the above.
The Bator model of optimal taxation is a model that determines:
- The optimal level of government spending.
- The optimal tax rates on different goods and services.
- The optimal distribution of income.
- All of the above.
The Mirrlees model of optimal income taxation is a model that determines:
- The optimal level of government spending.
- The optimal tax rates on different levels of income.
- The optimal distribution of income.
- All of the above.
The Atkinson-Stiglitz model of optimal taxation is a model that determines:
- The optimal level of government spending.
- The optimal tax rates on different goods and services.
- The optimal distribution of income.
- All of the above.
The Diamond-Mirrlees model of optimal taxation is a model that determines:
- The optimal level of government spending.
- The optimal tax rates on different goods and services.
- The optimal distribution of income.
- All of the above.