A factory costs $840,000. You reckon that it will produce an inflow after operating costs of $174,000 a year for 14 years.
a. If the opportunity cost of capital is 10%, what is the net present value of the factory? (Do not round intermediate calculations. Round your answer to 2 decimal places.)
Net present value $
b. What will the factory be worth at the end of seven years? (Do not round intermediate calculations. Round your answer to 2 decimal places.)
Future value $
Statement showing Cash flows | ||||
Particulars | Time | PVf 10% | Amount | PV |
Cash Outflows | - | 1.00 | (840,000.00) | (840,000.00) |
PV of Cash outflows = PVCO | (840,000.00) | |||
Cash inflows | 1-14 | 7.36669 | 174,000.00 | 1,281,804.06 |
PV of Cash Inflows =PVCI | 1,281,804.06 | |||
NPV of factory = PVCI - PVCO | 441,804.06 | |||
b) | ||||
Worth of factory at the end of seven years= 174000*4.86842 | 847,105.08 | |||
Time | PVf at 10% | |||
1.00 | 0.90909 | |||
2.00 | 0.82645 | |||
3.00 | 0.75131 | |||
4.00 | 0.68301 | |||
5.00 | 0.62092 | |||
6.00 | 0.56447 | |||
7.00 | 0.51316 | |||
8.00 | 0.46651 | |||
9.00 | 0.42410 | |||
10.00 | 0.38554 | |||
11.00 | 0.35049 | |||
12.00 | 0.31863 | |||
13.00 | 0.28966 | |||
14.00 | 0.26333 | |||
PVF for 14 Years | 7.36669 |
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