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                  34                    CHAPTER 2   DEMAND AND SUPPLY ANALYSIS





                                                                                         S
                                                                            Excess supply
                                                                              when price
                                                             Price (dollars per bushel)  $5  E
                                                                                 is $5


                                                               $4



                                                                                  Excess
                    FIGURE 2.5   Excess Demand and Excess      $3                 demand
                    Supply in Market for Corn                                  when price is $3
                    If the price of corn were $3, per bushel, excess
                    demand would result because 14 billion bushels
                    would be demanded, but only 9 billion bushels                                    D
                    would be supplied. If the price of corn were $5
                    per bushel, excess supply would result because            89  11  13 14
                    13 billion bushels would be supplied but only 8       Quantity (billions of bushels per year)
                    billion bushels would be demanded.




                                        tendency for the market price to change as long as exogenous variables (e.g., rainfall,
                                        national income) remain unchanged. At any price other than the equilibrium price,
                                        pressures exist for the price to change. For example, as Figure 2.5 shows, if the price
                  excess supply A situa-  of corn is $5 per bushel, there is excess supply—the quantity supplied at that price
                  tion in which the quantity  (13 billion bushels) exceeds the quantity demanded (8 billion bushels). The fact that
                  supplied at a given price  suppliers of corn cannot sell as much as they would like creates pressure for the price
                  exceeds the quantity   to go down. As the price falls, the quantity demanded goes up, the quantity supplied
                  demanded.
                                        goes down, and the market moves toward the equilibrium price of $4 per bushel. If
                  excess demand A situ-  the price of corn is $3 per bushel, there is excess demand—the quantity demanded
                  ation in which the quantity  at that price (14 billion bushels) exceeds the quantity supplied (9 billion bushels). Buyers
                  demanded at a given price  of corn cannot procure as much corn as they would like, and so there is pressure for the
                  exceeds the quantity   price to rise. As the price rises, the quantity supplied also rises, the quantity demanded
                  supplied.
                                        falls, and the market moves toward the equilibrium price of $4 per bushel.





                             LEARNING-BY-DOING EXERCISE 2.3
                       S
                       D
                    E
                             Calculating Equilibrium Price and Quantity
                             Suppose the market demand curve for cran-  Problem  At what price and quantity is the market
                                            d
                  berries is given by the equation Q   500   4P, while the  for cranberries in equilibrium? Show this equilibrium
                  market  supply  curve  for  cranberries  (when   graphically.
                                                  s
                  P   50) is described by the equation Q    100   2P,
                  where P is the price of cranberries expressed in dollars per  Solution  At equilibrium, the quantity supplied equals
                                    d
                                         s
                  barrel, and quantity (Q or Q ) is in thousands of barrels  the quantity demanded, and we can use this relationship
                                                                                      s
                                                                                 d
                  per year.                                        to solve for P: Q   Q , or 500   4P   100   2P,
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