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THE JOURNAL OF ECONOMIC SCIENCES: THEORY AND  PRACTICE, V.70,  # 1, 2013,  pp. 4-22



               additional cost to the total cost when applying one more unit of input. MFC equals


               to the first derivative of TC (Equation 5).


                               MFC= 1.018*P NG + 5.66                                                          (5)

                    Results and Discussion


                       By analyzing the 129 demonstrations with regression analysis in Excel, the


               summary of the statistic results of corn  yield and the three water approaches  is


               shown in table 2. Quadratic regression model is chosen for all the three approaches


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               based on the high R  value. Notably that the all the three models have no constant

               since if the amount of total available water, irrigation application and PPET is zero,


               no yield will be produced.



                    Yield-TW model


                    The first  model is corn yield as a  function of TW. Equation 6 shows the


               regression model.

                                                                2
                                  Y corn = 10.755*TW -0.138*TW                                 (6)

                        The Marginal Physical Product of TW in corn yield (MPPTW) is equal to the


               firstderivative of corn yield with respect to TW. The Marginal Value Product of


               TW (MVPTW) is obtained by multiplying the  MPPTW  by the price of corn


               (Pcorn) (Equation 7).


                             MVPTW = (10.755 -0.276*TW)*P corn                                         (7)







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