alternative are mutually and have infinite useful lives determine which alternative should be selected for the investment using İNTERNAL RATE OF RETURN (IRR METHOD) (Marr %10)
project a project b project c
ınıtıal ınvestment cost 10.000.000 8.500.000 7.600.000
annual revenues 9.500.000 900.000 800.000
salvage value 5.000.000 1.000.000 0
Answer:
Project A | Project B | Project C | |
Initial Investment P | 10,000,000 | 8,500,000 | 7,600,000 |
Annual Revenue A | 9,500,000 | 900,000 | 800,000 |
Salvage Value S | 5,000,000 | 1,000,000 | 0 |
for IRR calculation
P=A/IRR
IRR=A/P
PV of Salvage value will be zero for infinite useful life.
For Project A
IRR=9,500,000/10,000,000=95%
If Annual return for A is 950,000
Then IRR=950000/10,000,000=9.5%
For Project B
IRR=900,000/8,500,000=10.58%
For Project C
IRR=800,000/7,600,000=10.53%
If Annual return for A=9,500,000
Since all the project has IRR greater than MARR (10%) so project with highest IRR will be considered which project isA.
If Annual return for A=950,000
Since only two the project (B & C) has IRR greater than MARR (10%) so project with highest IRR will be considered which is project B.
alternative are mutually and have infinite useful lives determine which alternative should be selected for the...
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