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David K.H. Begg, Gianluigi Vernasca-Economics-McGraw Hill Higher Education (2011)

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CHAPTER 3 Demand, supply and the market<br />

p<br />

P*<br />

Consumer surplus<br />

Supply<br />

Q* Q<br />

The total gain from trading in the market is given by the<br />

sum of the consumer and producer surplus. Here, the<br />

gain from trading at the equilibrium price is depicted.<br />

Figure 3.6 Consumer and producer surplus at<br />

the market equilibrium<br />

We can extend the idea of consumer surplus to all<br />

consumers in a market. In particular, the consumer<br />

surplus is measured by the area below the market<br />

demand curve and above the equilibrium price.<br />

Similarly we can define a measure for the gain sellers<br />

obtain from selling a given quantity of a good or service<br />

at the equilibrium price. We call this gain for sellers the<br />

producer surplus. The producer surplus for sellers is the<br />

amount that sellers benefit by selling at a market price<br />

that is higher than they would be willing to sell for.<br />

Suppose you want to sell an old record of yours on<br />

eBay. You are willing to sell it at a minimum price of<br />

£10. Suppose you end up selling it for £30. Your surplus<br />

from this transaction is £20. Graphically, the producer<br />

surplus is given by the area above the market supply<br />

and below the equilibrium price.<br />

The sum of the consumer and producer surplus in a<br />

market is a measure of the economic surplus that the<br />

participants obtain by trading in the market. This is<br />

shown in Figure 3.6. It should be noticed that the<br />

economic surplus is highest at the equilibrium price.<br />

At any price that is not the equilibrium price, the<br />

economic surplus will be lower.<br />

Graphical derivation of consumer and producer surplus<br />

•<br />

Consider a linear<br />

market demand for<br />

a given good. Suppose that the<br />

equilibrium price that consumers<br />

pay is £ 10 for each unit of the good<br />

and the equilibrium quantity is 10<br />

units. Suppose that consumers are<br />

willing to buy one unit of the good<br />

at a price of £19.50. They are<br />

willing to buy two units of the<br />

good if the price of each unit is<br />

£ 19. They are willing to buy three<br />

units if the unit price if £18.50,<br />

and so on. In the figure on the<br />

right we plot market demand with<br />

the information just described.<br />

The consumers are willing to buy<br />

1 unit of the good at the price of<br />

£19.50; however, they actually pay<br />

£ 10 for each unit of the good.<br />

p<br />

18.50<br />

10<br />

-<br />

I<br />

I<br />

I<br />

------ ------,-<br />

'<br />

I<br />

A<br />

B<br />

Area A = Consumer surplus<br />

on the first unit of the good<br />

c<br />

Area B = Consumer surplus on<br />

the second unit of the good<br />

Area C Consumer surplus<br />

=<br />

on the third unit of the good<br />

-- - - - - - -- - -·-- - --- - - - - -- - - - - - - - - - - --- - - - - - - - - -<br />

2 3 10 Q<br />

54

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