Markets produce gains from trade, but in Chapter 1 we made an even bigger claim: that markets are usually efficient. That is, we claimed that once the market has produced its gains from trade, there is no way to make some people better off without making other people worse off, except under some well-defined conditions.

The analysis of consumer and producer surplus helps us understand why markets are usually efficient. To gain more intuition into why this is so, consider the fact that market equilibrium is just one way of deciding who consumes the good and who sells the good. There are other possible ways of making that decision.

Consider, for example, the case of kidney transplants, discussed earlier in For Inquiring Minds, in which a decision must be made about who receives one. It is not possible to use a market to decide because in this situation, human organs are involved. Instead, in the past, kidneys were allocated according to a recipient’s wait time—a very inefficient method. It has since been replaced with a new system created by the United Network for Organ Sharing, or UNOS, based on “net survival benefit,” a concept an awful lot like consumer surplus that, although not a market system, succeeds in reproducing the efficiency of one.

To further our understanding of why markets usually work so well, imagine a committee charged with improving on the market equilibrium by deciding who gets and who gives up a used textbook. The committee’s ultimate goal is to bypass the market outcome and devise another arrangement, one that would produce higher total surplus.

Let’s consider the three ways in which the committee might try to increase the total surplus:

Reallocate Consumption Among Consumers The committee might try to increase total surplus by selling books to different consumers. Figure 4-12 shows why this will result in lower surplus compared to the market equilibrium outcome. Here we have smooth demand and supply curves because there are many buyers and sellers. Points A and B show the positions on the demand curve of two potential buyers of used books, Ana and Bob. As we can see from the figure, Ana is willing to pay $35 for a book, but Bob is willing to pay only $25. Since the market equilibrium price is $30, under the market outcome Ana buys a book and Bob does not.

Now suppose the committee reallocates consumption. This would mean taking the book away from Ana and giving it to Bob. Since the book is worth $35 to Ana but only $25 to Bob, this change reduces total consumer surplus by $35 − $25 = $10. Moreover, this result doesn’t depend on which two students we pick. Every student who buys a book at the market equilibrium has a willingness to pay of $30 or more, and every student who doesn’t buy a book has a willingness to pay of less than $30.

So reallocating the good among consumers always means taking a book away from a student who values it more and giving it to one who values it less. This necessarily reduces total consumer surplus.

Reallocate Sales Among Sellers The committee might try to increase total surplus by altering who sells their books, taking sales away from sellers who would have sold their books at the market equilibrium and instead compelling those who would not have sold their books at the market equilibrium to sell them.

Figure 4-13 shows why this will result in lower surplus. Here points X and Y show the positions on the supply curve of Xavier, who has a cost of $25, and Yvonne, who has a cost of $35. At the equilibrium market price of $30, Xavier would sell his book but Yvonne would not sell hers. If the committee reallocated sales, forcing Xavier to keep his book and Yvonne to sell hers, total producer surplus would be reduced by $35 − $25 = $10.

Again, it doesn’t matter which two students we choose. Any student who sells a book at the market equilibrium has a lower cost than any student who keeps a book. So reallocating sales among sellers necessarily increases total cost and reduces total producer surplus.

Change the Quantity Traded The committee might try to increase total surplus by compelling students to trade either more books or fewer books than the market equilibrium quantity.

Figure 4-14 shows why this will result in lower surplus. It shows all four students: potential buyers Ana and Bob, and potential sellers Xavier and Yvonne. To reduce sales, the committee will have to prevent a transaction that would have occurred in the market equilibrium—that is, prevent Xavier from selling to Ana. Since Ana is willing to pay $35 and Xavier’s cost is $25, preventing this transaction reduces total surplus by $35 − $25 = $10.

Once again, this result doesn’t depend on which two students we pick: any student who would have sold the book at the market equilibrium has a cost of $30 or less, and any student who would have purchased the book at the market equilibrium has a willingness to pay of $30 or more. So preventing any sale that would have occurred in the market equilibrium necessarily reduces total surplus.

Finally, the committee might try to increase sales by forcing Yvonne, who would not have sold her book at the market equilibrium, to sell it to someone like Bob, who would not have bought a book at the market equilibrium. Because Yvonne’s cost is $35, but Bob is only willing to pay $25, this transaction reduces total surplus by $10. And once again it doesn’t matter which two students we pick—anyone who wouldn’t have bought the book has a willingness to pay of less than $30, and anyone who wouldn’t have sold has a cost of more than $30.

The key point to remember is that once this market is in equilibrium, there is no way to increase the gains from trade. Any other outcome reduces total surplus. (This is why the United Network for Organ Sharing, or UNOS, is trying, with its new guidelines based on “net survival benefit,” to reproduce the allocation of donated kidneys that would occur if there were a competitive market for the organs.) We can summarize our results by stating that an efficient market performs four important functions:

As a result of these four functions, any way of allocating the good other than the market equilibrium outcome lowers total surplus.

There are three caveats, however. First, although a market may be efficient, it isn’t necessarily fair. In fact, fairness, or equity, is often in conflict with efficiency. We’ll discuss this next.

The second caveat is that markets sometimes fail. As we mentioned in Chapter 1, under some well-defined conditions, markets can fail to deliver efficiency. When this occurs, markets no longer maximize total surplus. We provide a brief overview of why markets fail at the end of this chapter, reserving a more detailed analysis for later chapters.

Third, even when the market equilibrium maximizes total surplus, this does not mean that it results in the best outcome for every individual consumer and producer. Other things equal, each buyer would like to pay a lower price and each seller would like to receive a higher price. So if the government were to intervene in the market—say, by lowering the price below the equilibrium price to make consumers happy or by raising the price above the equilibrium price to make producers happy—the outcome would no longer be efficient. Although some people would be happier, total surplus would be lower.