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Unit 9: Capital Budgeting



                                                                                                  Notes
                         Standard deviation =  163,12,500 = 4,039

                 The standard deviation of the project X is smaller than that of project Y. Therefore, it can be
                 concluded that Project X is less risky than project Y.
                 The conclusion regarding the superiority of Project X over Project Y would hold if the
                 projects have an equal size of outlay. However, if the size of the projects outlay differs, the
                 decision-maker should make use of the coefficient of variation to judge the riskiness of the
                 project. In this case –
                                                Standard Deviation  1,346
                 Coefficient of variation of Project X =         =      = 0.18
                                                 Arithmetic Mean   7,250

                                                Standard Deviation  4039
                 Coefficient of variation of Project Y =         =     = 0.49
                                                 Arithmetic Mean   8250
                 The higher the coefficient of variation, the more risky is the project. Project Y is, therefore,
                 more risky than Project X.



               Task  A company is considering Projects X and Y with the following information:

                                                                Project
                                                      X                       Y
                   Expected Net Present Value         60,000                 227,000
                   Standard Deviation                40,000                 135,000

              Which project will you recommend? Will your  answer change if we use coefficient of
              variation as a measure of risk instead of standard  deviation? Which  measure is more
              appropriate in this situation? Give reason.

            Self Assessment
            Fill in the blanks:
            17.  ……………….analysis provides more than one estimate of future return of a project.
            18.  If the two prospects have the same expected value (mean) then one that has the greater
                 …………………..will said to have the higher degree of uncertainty or risk.


                

              Case Study  Case: Mavis Machine Shop

                    he case is set in an metalworking shop in West Virginia, one of whose products is
                    drill bits for oil exploration. The time is 1980, in the midst of an oil drilling boom
              Tresulting from the oil crises of 1974 and 1979.

              Early in 1980, Tom Mavis, President of Mavis Machine shop was considering a project to
              modernize his plant facilities. The company operated out of a large converted warehouse
              in Salem, West Virginia. It produced machinery or assorted machined metal parts for the
              oil and gas drilling and production industry in the surrounding area. One of Mavis major
                                                                                   Contd...



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