MGT201 Assignment01 Solution Spring 2013 Shared by Tariq

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    *  MGT 201 1ST Assignment solution*


Presented by :
Payback period:
                
      Years
    Cash flow
Cumulative cash           flow
            0
     (500,000)
   (500,000)
            1
     (800,000)
   (1300,000)
            2
      150,000
   (1150,000)
            3
      200,000
   (950,000)
            4
      250,000
    (700,000)
            5
      300,000
    (400,000)
            6
      300,000
    (100,000)
            7
      300,000
    200,000
            8
      300,000
     500,000
            9
      300,000
     800,000
           10
      300,000
     1100,000

Payback period:        =       6 + (100,000/300,000)
                                          =         6 +0.333
      Payback period   =         6.33 years




Net present value:
                                   
Year
Cash flow
Present value discount factor (14%)
Present value
             0
      (500,000)
          1.00
      ( 500,000)
             1
      (800,000)
          0.877
      (701600)
              2
       150,000
          0.769
         115,350
              3
       200,000
          0.675
        135,000
              4
       250,000
          0.592
        148,000
           5-10
       300,000
          2.304
        691,200
  Net present value


       (112,050)


                                               
Because the net present value is negative the project is unacceptable.



Year
Cash flow
Discount factor (12%)
Present value
Discount factor (11%)
Present value
         0
  (500,000)
     1.00
    (500,000)
       1.00
 (500,000)
         1
  (800,000)
     0.893
    (714,400)
      0.901
 ( 720,800)
         2
  150,000
     0.797
   119,550
      0.812
   121,800
         3
  200,000
     0.712
    142,400
      0.731
   146,200
         4
  250,000
     0.636
    159,000
      0.659
   164,750
       5-10
   300,000
     2.613
    783,900
      2.787
   836,100



    ( 9,550)

    48,050

                       
               =0.01  [   X [0.11           48050, IRR        O,   0.12        (9550)]48050]57600
                =       X/0.01=48050/57600
                X   =     (0.01)*(48050)/57600
                     =0.00834
        X   =   0.00834
             = X    + 0.11
              =O.OO834+0.11
      IRR        =0.11834     OR   11.834%
Because the internal rate of return is less than the required rate of return the project would not be acceptable.
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