The table below lists the independent projects that your company is considering to invest:
Project | Initial investment (USD) | NPV (USD) | IRR (%) |
---|---|---|---|
A | 200000 | 52131 | 9.23 |
B | 410000 | 48192 | 8.95 |
C | 290000 | -24690 | 7.47 |
D | 320000 | 75239 | 9.49 |
E | 510000 | 51693 | 9.24 |
F | 260000 | 68092 | 9.54 |
G | 220000 | 49171 | 9.64 |
The required return is 8.1 percent. If there is an investment budget ceiling of $1,000,000, what is the total net present value of investment opportunuties missed (the sum of NPVs of the feasible projects that your company couldn't invest) due to budget limit?
99885 |
||
51693 |
||
126932 |
||
127370 |
||
103824 |
Select the Projects which gives higher NPV
Option | Projects Selected | Capoital Invested | NPV | Ranking |
A | G,F,D,A | $ 10,00,000.00 | $ 2,44,633.00 | 1 |
B | G, F, E | $ 9,90,000.00 | $ 1,68,956.00 | 3 |
C | G,F, B | $ 8,90,000.00 | $ 1,65,455.00 | 4 |
D | D,E | $ 8,30,000.00 | $ 1,26,932.00 | 6 |
E | D,B,A | $ 9,30,000.00 | $ 1,75,562.00 | 2 |
F | E,B | $ 9,20,000.00 | $ 1,52,016.00 | 5 |
Now Project is selecting Projects G, F, D, A and Loosing Projects due to budget Limit are B,E
As C has -ve NPV, It will always rejected.
NPV of B& E is [ 48192+ 51693 ]
= $ 99,885
OPtion A is correct.
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