Capital rationing: NPV approach A firm with a 13% cost of capital must select the optimal group of projects from those shown in the following table, given its capital budget of $1 million.
Project | Initial investment | NPV at 13% cost of capital |
A | −$300,000 | $ 84,000 |
B | −200,000 | 10,000 |
C | −100,000 | 25,000 |
D | −900,000 | 90,000 |
E | −500,000 | 70,000 |
F | −100,000 | 50,000 |
G | −800,000 | 160,000 |
Calculate the present value of cash inflows associated with each project.
Select the optimal group of projects, keeping in mind that unused funds are
1.
Present value of cash inflows=NPV+Initial Investment
A=84000+300000=384000
B=10000+200000=210000
C=25000+100000=125000
D=90000+900000=990000
E=70000+500000=570000
F=50000+100000=150000
G=160000+800000=960000
2.
Profitability Index PI=1+NPV/Initial Investment
A
=1+84000/300000=1.28
B
=1+10000/200000=1.05
C
=1+25000/100000=1.25
D
=1+90000/900000=1.1
E
=1+70000/500000=1.14
F
=1+50000/100000=1.5
G
=1+160000/800000=1.2
Start with the highest PI and lower till the budget is reached
Accept Project F,A,C,E
Get Answers For Free
Most questions answered within 1 hours.