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Unit 3: Theories of Income, Output and Employment: Classical Theory




               (c)  More women joining labour force                                             Notes
               (d)  Fall in investment
          7.   The ....................... curve represents the production function of the variable input labour.
               (a)  Aggregate demand

               (b)  Aggregate supply
               (c)  VMP
                        L
               (d)  Total Product
          8.   Which of these equations is not true, considering there is full employment?

               (a)  S= AS - C
               (b)  I= AD - C
               (c)  AD = AS
               (d)  C -S = C + I

          9.   The price at which the funds are lent and borrowed is .......................
               (a)  Wage
               (b)  Monetary price
               (c)  Rate of interest

               (d)  Real income

          3.3 Determination of the Overall Price Level

          In the  classical model the 'overall price level'  (P) is determined by the forces of demand  for
          money and supply of money.
          Demand for Money


          Demand for money means holding of money by the people for carrying out transactions. The
          people hold a proportion of nominal income as money. Nominal income equals the price level
          (P) multiplied by real income (Y). The nominal income thus equals PY. It means that transactions
          worth the nominal income PY are carried out by the amount of money M held by the people.
          Since M is a proportion of PY it means that a unit of M is used again and again to carry out
          transactions during the year. The average number of times a unit of money is used for carrying
          out transactions is called 'velocity of circulation of money' (V).


               !
             Caution   The  relation  between  demand  for  money  (M)  and nominal  income  (PY)  is
             summarized by the following equation:
                                             MV = PY
             The equation is called the 'Quantity Equation of Exchange'. By rearranging the equation,
             we get:
                                        Y
                                   M =  (  f  ) P   (  Y   Y  in the model)
                                         V            f




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