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Unit-9: Theory of Cost and Revenue



                   of resources is the growing proportion of the rule. Beginning with stable means of dynamic   Notes
                   resources are used more efficiently. Consequently, the average cost goes down. Figure 9.7 is
                   known as a point of diminishing returns or cost of production. This proves stable means of
                   production is being optimally utilized. This situation persists to some extent on the production
                   and post production of a range Laws may return identical or similar costs, this situation seems
                   to be at point A. After point A full potential use of resources seems to be a constant change, to
                   use their resources more and tied proportion of resources is reduced. This in turn decreases the
                   efficiency of the instrument variable. Increasing rate decreases in the production and decreasing
                   production costs, increasing returns or the applicable law. Rising costs due to the rules applicable
                   after point A, the average cost rises.

            9.7  Marginal Cost

            To produce an additional unit of a commodity in which the difference between the total cost is called
            the marginal cost. This can be explained by the following formula. Let the total cost be   135 of 5 objects
            and for 6 objects, the total cost be   180. Therefore, the marginal cost of the sixth object can be calculated.
                 Marginal Cost =   180 –   135 =   45
            Therefore, the marginal cost of the sixth unit will be   45.
            According to Mc Connell, “Marginal cost may be defined as the additional cost of producing one
            more unit of output”
                                                                                  —Mc Connell
            According to Ferguson, “Marginal cost is the addition to total cost due to the addition of one unit of
            output.”
                                                                                    —Ferguson
            Change in cost divided by the change in production or n by n -1 of the total cost of the unit down the
            total cost of the marginal unit cost can be determined. This can be explained by the following formula–
                             _____
                        MC =   ∆TC      = TC – TC n–1


                             ∆Q
                                     n
            (Here MC = marginal cost, TC  = n the total cost amount,   ∆FC = 0
                                  n
            TC  =  n–1  the  total  cost  amount,  ∆TC  =  total  cost   The reason, according to the definition of the fixed
              n–1
            changes and ∆Q = change in volume of production.)  cost does not change.
            This  should  take  care  of  the  fixed  cost  (FC) does
                                                 ____

            not change with the change in output in the   ∆FC       is   Marginal cost is the additional cost of the object is

                                                 ∆Q
            always equal to zero. The firm’s marginal cost does   used to produce one more unit. Keep in mind the
            not affect the fixed costs. Marginal impact on the cost   additional cost may be the only variable cost.
            of the total variable cost (VC). An estimate of the total
            variable cost of (∆VC) producing the change in the amount divided by the (∆Q) change can be detected.
                                      ∆TC
                                                  ∆VC
                                                       ∆VC
                                            ____



                                 MC =   _____     =    ∆FC       +    _____         =    _____    , ∴ ∆FC/∆Q = 0


                                            ∆Q
                                                  ∆Q
                                                        ∆Q
                                       ∆Q
            The concept of marginal cost  can be understood with the help of Table 7 and Fig. 9.8:
                                           Table 7: Marginal Cost
                        Units of Output         Total Cost           Marginal Cost
                              1                     20                 20 – 0 = 20
                              2                     28                 28 – 20 = 8
                              3                     34                 34 – 28 = 6
                              4                     38                 38 – 34 = 4
                              5                     43                 42 – 38 = 4
                              6                     48                 48 – 42 = 6
                              7                     56                 56 – 48 = 8
                              8                     72                72 – 56 = 16
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