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MU R  MU M
                 (80-13) Optimal consumption rule:  =
                                              P M   P M
             So using either the optimal consumption rule or the relative price rule, we find the
             same optimal consumption bundle.                                                                          Section 14 Appendix


             Preferences and Choices
             Now that we have seen how to represent the optimal consumption choice in an indif-
             ference curve diagram, we can turn briefly to the relationship between consumer pref-
             erences and consumer choices.
               When we say that two consumers have different preferences, we mean that they have
             different utility functions. This in turn means that they will have indifference curve maps
             with different shapes. And those different maps will translate into different consump-
             tion choices, even among consumers with the same income and who face the same prices.
               To see this, suppose that Ingrid’s friend Lars also consumes only housing and
             restaurant meals. However, Lars has a stronger preference for restaurant meals and a
             weaker preference for housing. This difference in preferences is shown in Figure 80.8,



                figure  80.8

                Differences in Preferences                     (a) Ingrid’s Preferences and Her Optimal Consumption Bundle

                Ingrid and Lars have different preferences, re-  Quantity of
                flected in the different shapes of their indiffer-  restaurant
                ence curve maps. So they will choose different  meals
                                                                                            Ingrid’s optimal
                consumption bundles even when they have the  80                             consumption
                same possible choices. Each has an income of                                bundle
                                                            70
                $2,400 per month and faces prices of $30 per
                meal and $150 per room. Panel (a) shows Ingrid’s  60
                consumption choice: 8 rooms and 40 restaurant  50
                meals. Panel (b) shows Lars’s choice: even                                              I
                                                            40                                           3
                though he has the same budget line, he con-
                sumes fewer rooms and more restaurant meals.  30                                        I 2
                                                            20
                                                                                                        I 1
                                                            10
                                                                                                          BL
                                                             0     2     4    6    8    10    12   14    16
                                                                                               Quantity of rooms
                                                                (b) Lars’s Preferences and His Optimal Consumption Bundle
                                                    Quantity of
                                                     restaurant
                                                      meals                         Lars’s optimal
                                                                                    consumption
                                                            80                      bundle
                                                            70
                                                            60
                                                                                                       I
                                                            50                                          3
                                                            40                                         I 2
                                                            30
                                                            20                                         I 1
                                                            10
                                                                                                          BL
                                                             0     2     4    6    8    10    12   14    16
                                                                                               Quantity of rooms



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