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Managerial Economics




                    Notes          For movements along an isoquant, the level of output remains constant and the ratio of capital
                                   to labour changes continuously. However, a movement from the isoquant  to another means
                                   that the level of output changes.

                                   Types of Isoquants

                                   The production isoquant may assume various shapes depending on the degree of substitutability
                                   of factors. The types are discussed in Table 6.2 and the matching graphs are shown in Figure 6.2.
                                                              Table 6.2: Types of Isoquants

                                      Types of Isoquants                    Description
                                      Linear Isoquants   This type assumes perfect substitutability of factors of production. A given
                                                      commodity may be produced by using only capital, or only labour, or by an
                                                      infinite combination of K and L.
                                      Input-output    This  assumes  strict  complementarity,  that  is,  zero  substitutability  of  the
                                      Isoquants       factors of production. There is only one method of production for any one
                                                      commodity.
                                                      The isoquant takes the shape of a right angle. This type of isoquant is called
                                                      "Leontief isoquant."
                                      Kinked Isoquants   This  assumes  limited  substitutability  of  K  and  L.  There  are  only  a  few
                                                      processes for producing any one commodity. Substitutability of factors is
                                                      possible  only  at  the  kinks.  It  is  also  called  "activity  analysis  isoquant"  or
                                                      "linear-programming  isoquant"  because  it  is  basically  used  in  linear
                                                      programming.
                                      Smooth, Convex   This  form  assumes  continuous  substitutability  of  K  and  L  only  over  a
                                      Isoquants       certain  range,  beyond  which  factors  cannot  substitute  each  other.  This
                                                      isoquant appears as a smooth curve convex to the origin.



                                                             Figure 6.2:  Types of  Isoquants





































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