Vaughn Company has the following information about a potential
capital investment:
Initial investment | $ | 350,000 |
Annual cash inflow | $ | 84,000 |
Expected life | 6 years | |
Cost of capital | 10% | |
1. Calculate the net present value of this
project. (Future Value of $1, Present Value of $1, Future Value
Annuity of $1, Present Value Annuity of $1.) (Use
appropriate factor(s) from the tables provided. Round the final
answer to nearest whole dollar.)
Year |
Cash Inflows |
PV factor at 10% |
Present value |
1 |
$ 84,000.00 |
0.9090909 |
$ 76,363.64 |
2 |
$ 84,000.00 |
0.8264463 |
$ 69,421.49 |
3 |
$ 84,000.00 |
0.7513148 |
$ 63,110.44 |
4 |
$ 84,000.00 |
0.6830135 |
$ 57,373.13 |
5 |
$ 84,000.00 |
0.6209213 |
$ 52,157.39 |
6 |
$ 84,000.00 |
0.5644739 |
$ 47,415.81 |
Total |
$ 365,841.90 |
||
(-) Initial Cost |
$ 350,000.00 |
||
Net Present Value (NPV) |
$ 15,841.90 |
Net present value =$15,841.90 or $15,842
The final answer may vary because of decimal places in PV factor. If answer do not match please let me know in the comment section.
Get Answers For Free
Most questions answered within 1 hours.