Chapter 12: Efficiency Exchange and Welfare Economics Flashcards
Analysis of other markets and how the dynamics of one market can actually affect other markets simultaneously.
General Equilibrium Analysis
Study of how group of individuals in a market gain from different arrangements of economic activities and allocations of resources.
Welfare Economics
The Edgeworth box was postulated by
Francis Ysidro Edgeworth
A graphical illustration on how two individuals can benefit from voluntary exchange.
Edgeworth box
It represents locus of points of all efficient Allocations
Contract Curve
The equilibrium conditions on a specific market answering a particular question on how price can affect demand and supply.
Partial Equilibrium analysis.
It is in this region in the Edgeworth Box that both parties agreed to conduct a voluntary exchange.
Region of Mutual Advantage
A pareto efficient allocation is achieved when
- There is no way to make all market participants better-off
- There is no way to make some participants in the market better -off without making other participants worse-off
- All benefits from the exchange have been exhausted
- There are no more mutually advantageous exchanges to be made.
When the amount being sold is equal to the amount being demanded by each party, and vice versa it is called
Competitive Equilibrium
When all possible gains form trade are exhausted.
Efficient Exchange under a perfect equilibrium
Efficient Exchange Under a perfect equilibrium is also known as
Invisible Hand theorem
Invisible Hand theorem is also known as the
First theorem of Welfare Economics
First Theorem of Welfare Economics States
The Perfectly Competitive Equilibrium is a Pareto-optimal allocation.
The Second Theorem of Welfare Economics States
Any allocation on the contract curve can be achieved by a competitive Equilibrium
If inputs are combined in different ways to achieve a higher level of output.
Technical Efficiency