Page 2 - lesson note -Aggregate Demand and Related Concepts42
P. 2

1.  Calculate APC, APS, MPC, and MPS from the following data.


                         National Income(Y)           100            400         1000


                           Consumption(C)              60            120          240


                       Answer: -

                  Y     C                       = 1 −          ∆     ∆             ∆            = 1 −       
                                     =                                             =
                                                                                   ∆  
                 100    60      0.6       1 − 0.6 = 0.4     ---     ----      ------          -------
                 400   120      0.3       1 − 0.3 = 0.7     60      300        0.2         1 − 0.2 = 0.8
                 1000  240      0.24     1 − 0.24 = 0.76    120     600        0.2         1 − 0.2 = 0.8


                   2.  If disposable income is Rs.500 and savings is Rs.100, find APC.

                       Answer: -     Y = Rs.500

                                     S = Rs.100

                                                  100
                                     APS =     =      = 0.2
                                                  500

                                            = 1 −        = 1 − 0.2 = 0.8

                   3.  The savings function in an economy    = −100 + 0.2  . find the
                       consumption function and break-even level of national income.

                       Answer: -     Savings function,    = −100 + 0.2  
                                     Consumption function,    = 100 + (1 − 0.2)  
                                                                  = 100 + 0.8  

                       At the break-even level of national income S=0


                                                    −100 + 0.2   = 0
                                                    0.2   = 100
                                                            100
                                                       =        = 500
                                                             0.2
                                                   OR


                       At the break-even level of national income C = Y

                                                    100 + 0.8   =   
                                                    0.8   −    = −100
                                                                  −100
                                                    −0.2   =           = 500
                                                                   −0.2
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