6. John Wiggins is considering the purchase of a small
restaurant. The purchase price listed by the seller is $940,000.
John has used past financial information to estimate that the net
cash flows (cash inflows less cash outflows) generated by the
restaurant would be as follows: (FV of $1, PV of $1, FVA of $1, PVA
of $1, FVAD of $1 and PVAD of $1) (Use appropriate
factor(s) from the tables provided.)
Years | Amount | |||
1-6 | $ | 94,000 | ||
7 | 84,000 | |||
8 | 74,000 | |||
9 | 64,000 | |||
10 | 54,000 | |||
If purchased, the restaurant would be held for 10 years and then
sold for an estimated $840,000.
Required:
Determine the present value, assuming that John desires a 10% rate
of return on this investment. (Assume that all cash flows occur at
the end of the year.) (Do not round intermediate
calculations. Round your final answers to nearest whole dollar
amount.)
Solution:
Computation of NPV - John Wiggins | ||||
Particulars | Period | Amount | PV Factor | Present Value |
Cash Outflows: | ||||
Purchase price | 0 | $940,000 | 1 | $940,000 |
Present value of cash outflows (A) | $940,000 | |||
Cash Inflows: | ||||
Year 1-6 | 1-6 | $94,000 | 4.35526 | $409,394 |
Year 7 | 7 | $84,000 | 0.51316 | $43,105 |
Year 8 | 8 | $74,000 | 0.46651 | $34,522 |
Year 9 | 9 | $64,000 | 0.42410 | $27,142 |
Year 10 | 10 | $54,000 | 0.38554 | $20,819 |
Sale value of restaurant | 10 | $840,000 | 0.38554 | $323,854 |
Present value of cash Inflows (B) | $858,837 | |||
NPV (B-A) | -$81,163 |
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