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c10competitive markets applications.qxd  7/15/10  4:58 PM  Page 397







                                         10.1 THE INVISIBLE HAND, EXCISE TAXES, AND SUBSIDIES                   397

                         We can calculate e by using the price and quan-  producers. This is not surprising because the elastici-
                      tity data at point W. Thus, 140   e   24.89(2.25), so   ties of supply and demand are about the same.
                                                                s
                      e   84. Thus, the equation of the supply curve is Q    With the tax, consumers pay $2.65 instead of $2.46
                                s
                      84   24.89P .                                   per gallon, while producers receive $2.25 instead
                         The supply and demand curves are drawn in    of $2.46.
                      Figure 10.5. If there were no taxes, the equilibrium  We can repeat Learning-By-Doing Exercise 10.1
                      would be at point  E, where the equilibrium price   to find how different levels of the gasoline tax will
                                d
                            s
                      P*   P   P (there is no tax wedge). Since the mar-  affect the quantity sold, the prices paid by consumers
                                     d
                                s
                      ket clears (Q   Q ), we know that 210   26.43P*    and received by producers, and the revenues from
                      84   24.89P*, so the equilibrium price is P*   2.46. With  gasoline taxes. The following table shows the results
                      no tax, about 145 billion gallons of gas would be sold.  of this exercise (the calculations are not shown, but
                         The incidence of the current tax (T   $0.40 per  you should be able to do them yourself) for taxes
                      gallon) is almost evenly shared by consumers and  varying between zero and $0.60 per gallon.
                                       Quantity (billions of   Price Producers  Price Consumers  Tax Revenues (billions of
                                                                     s
                                                                                    d
                       Tax per Gallon     gallons per)       Receive (P )      Pay(P )          dollars per year)
                           $0.00             145.1             $2.46            $2.46                $ 0.00
                           $0.10             143.8             $2.40            $2.50                $14.38
                           $0.20             142.6             $2.35            $2.55                $28.51
                           $0.30             141.3             $2.30            $2.60                $42.38
                           $0.40             140.0             $2.25            $2.65                $56.00
                           $0.50             138.7             $2.20            $2.70                $69.36
                           $0.60             137.4             $2.15            $2.75                $82.46


                         The table indicates that revenues from gasoline  the effects of very large tax changes. First, the supply
                      taxes will increase by about $13.36 billion per year  and demand curves are assumed to be linear, even for
                      (from $56 billion to about $69.36 billion) if the gaso-  large variations in price. While linear approximations
                      line tax is raised from its current level of $0.40 per gal-  are often quite good for relatively small movements
                      lon to $0.50 per gallon. Thus, at least near the current  around the current equilibrium, they may not be ac-
                      equilibrium, the tax receipts rise about $1.3 billion for  curate for large movements. Second, large changes in
                      each cent of increase in the tax.               gasoline taxes may have significant effects on prices
                         While this example helps us to understand the ef-  in other markets. To study how other markets are af-
                      fects of gasoline taxes, we must remember that a  fected by changes in the gasoline tax, we would need
                      number of strong assumptions may limit the usefulness  to do more than a partial equilibrium analysis of a sin-
                      of the model, especially if we try to use it to predict  gle market.


                      SUBSIDIES

                      Instead of taxing a market, a government might decide to subsidize it. We can think
                                                                       d
                      of a subsidy as a negative tax: buyers pay the market price P , and the government then
                      pays each seller a subsidy of $T per unit on top of this price so that the after-subsidy
                                             s
                                                          d
                      price received by a seller, P , is equal to P   T. As you might suspect, many of the
                      effects of a subsidy are the opposite of the effects of a tax.
                       • The market will overproduce relative to the efficient level (i.e., the amount that
                         would be supplied with no subsidy).
                       • Consumer surplus will be higher than with no subsidy.
                       • Producer surplus will be higher than with no subsidy.
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