FIN622 GDB No. 1 Solution
Project A
Initial Investment = 45000
Years 1 2 3
Cash Flows 20000 20000 20000
Calculation:-
NPV = -Io + CF1/(1+r)t + CF2/(1+r)t + CF3/(1+r)t
NPV = - 45000 + 20000/(1+0.14)1 + 20000/(1+0.14)2 + 20000/(1+0.14)3
NPV = -45000 + 17543.859 + 15389.350 + 13499.430
NPV = - 45000 + 46432.639
NPV = 1432.639
Project B
Initial Investment = 70000
Years 1 2 3
Cash Flows 20000 26000 30000
Calculation:-
NPV = -Io + CF1/(1+r)t + CF2/(1+r)t + CF3/(1+r)t
NPV = - 70000 + 20000/(1+0.14)1 + 26000/(1+0.14)2 + 30000/(1+0.14)3
NPV = - 70000 + 17543.859 + 20006.155 + 20249.145
NPV = - 70000 + 57800
NPV = - 12200
Project C
Initial Investment = 50000
Years 1 2 3
Cash Flows 30000 28000 35000
Calculation:-
NPV = -Io + CF1/(1+r)t + CF2/(1+r)t + CF3/(1+r)t
NPV = - 50000 + 30000/(1+0.14)1 + 28000/(1+0.14)2 + 35000/(1+0.14)3
NPV = - 50000 + 26316 + 21545 + 23624
NPV = - 50000 + 71485
NPV = 21485
1) On the basis of NPV approach, which project(s) you would select if the projects are independent and why?
Reference:
MGT201 (Page 47)
Independent: implies that the cash flows of the two investments are not linked to each other
Solution:-
If the projects are independent then I will select Project C 1st and after that I will select Project A on 2nd because both have Positive NPV.
2) On the basis of NPV approach, which project(s) you would select if the projects are mutually exclusive and why?
Reference:
MGT201 (page 47)
Mutually Exclusive: means that you can invest in ONE of theinvestment choices and having chosen one you cannot choose another.
Solution:-
I will Select Project C because it has positive NPV and also have greater amount Rs. 21485.
Project A
Initial Investment = 45000
Years 1 2 3
Cash Flows 20000 20000 20000
Calculation:-
NPV = -Io + CF1/(1+r)t + CF2/(1+r)t + CF3/(1+r)t
NPV = - 45000 + 20000/(1+0.14)1 + 20000/(1+0.14)2 + 20000/(1+0.14)3
NPV = -45000 + 17543.859 + 15389.350 + 13499.430
NPV = - 45000 + 46432.639
NPV = 1432.639
Project B
Initial Investment = 70000
Years 1 2 3
Cash Flows 20000 26000 30000
Calculation:-
NPV = -Io + CF1/(1+r)t + CF2/(1+r)t + CF3/(1+r)t
NPV = - 70000 + 20000/(1+0.14)1 + 26000/(1+0.14)2 + 30000/(1+0.14)3
NPV = - 70000 + 17543.859 + 20006.155 + 20249.145
NPV = - 70000 + 57800
NPV = - 12200
Project C
Initial Investment = 50000
Years 1 2 3
Cash Flows 30000 28000 35000
Calculation:-
NPV = -Io + CF1/(1+r)t + CF2/(1+r)t + CF3/(1+r)t
NPV = - 50000 + 30000/(1+0.14)1 + 28000/(1+0.14)2 + 35000/(1+0.14)3
NPV = - 50000 + 26316 + 21545 + 23624
NPV = - 50000 + 71485
NPV = 21485
1) On the basis of NPV approach, which project(s) you would select if the projects are independent and why?
Reference:
MGT201 (Page 47)
Independent: implies that the cash flows of the two investments are not linked to each other
Solution:-
If the projects are independent then I will select Project C 1st and after that I will select Project A on 2nd because both have Positive NPV.
2) On the basis of NPV approach, which project(s) you would select if the projects are mutually exclusive and why?
Reference:
MGT201 (page 47)
Mutually Exclusive: means that you can invest in ONE of theinvestment choices and having chosen one you cannot choose another.
Solution:-
I will Select Project C because it has positive NPV and also have greater amount Rs. 21485.
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