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                                                  11.3 COMPARATIVE STATICS FOR MONOPOLISTS                      461

                      APPLICA TION  11.4
                      Parking Meter Pricing in Chicago                nopolist. However, the convenience of driving one’s

                                                                      car and parking right on the street means that CPM
                      In 2009 the city of Chicago outsourced its parking   faces a downward-sloping demand curve. It is reason-
                      meters, selling the rights to install, operate, and collect  able to assume that the marginal cost of operating
                      the profits from the meters to the private firm  an additional parking meter is approximately the
                      Chicago Parking Meters (CPM). Meter rates were sub-  same in each neighborhood. However, the demand
                      stantially increased throughout the city, to great  curve for parking in the Loop probably lies above and
                      protest from citizens. As of January 2010, the meter  to the right of the demand curve for parking in other
                      rate was $4.50 per hour in the Loop business district.  parts of Chicago. This is because of congestion and
                      In other busy downtown neighborhoods the rate was  because more drivers have urgent business and so are
                      $2.50 per hour, while in less busy areas it was $1.25.  willing to pay more for the convenience of street
                         The monopoly midpoint rule shows why it might  parking. Given all of this, the monopoly midpoint
                      make sense for CPM to increase the price in busy  rule implies that CPM can increase its profits by
                      areas. Since drivers can park in garages or take cabs  charging higher prices in the Loop, and lower prices
                      or public transportation, the company is not a mo-  in less busy neighborhoods.



                      SHIFTS IN MARGINAL COST

                      Comparative Statics
                      The IEPR suggests that an increase in marginal cost will increase the profit-maximizing
                      price and, because the demand curve has a negative slope, decrease the profit-maximizing
                      quantity. Figure 11.12 confirms this intuition. An upward shift in the monopolist’s mar-
                      ginal cost curve increases price and decreases output because the point of intersection
                      between the marginal revenue curve and the marginal cost curve moves upward and left-
                      ward. (Similarly, a downward shift in marginal cost would induce an increase in the mo-
                      nopolist’s profit-maximizing quantity and a decrease in the profit-maximizing price.)








                                                                         MC
                            $9                                              1
                          Price (dollars per unit)                       MC 0
                            $8





                                                                                FIGURE 11.12
                                                                                               How an Increase in
                                                                                Marginal Cost Changes the Monopoly
                                                                                Equilibrium
                                              MR              D                 When the monopolist’s marginal cost
                                                                                curve shifts from MC 0 to MC 1 , the profit-
                             0        4  6                                      maximizing quantity falls from 6 million to
                                                                                4 million units per year and price goes up
                                       Quantity (millions of units per year)
                                                                                from $8 to $9 per unit.
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