Assume the following expected annual cash flows from operating a retail property
investment: Year 1 = $500,000; Year 2 = $525,000; Year 3 = $550,000; Year 4 = $575,000; Year 5 = $600,000. If the net proceeds from the sale in Year 5 are $6.75 million determine the maximum price an investor is willing to pay for the property today if she requires a 12 percent return on her investments?
year | cash flows | pv factor @ 12% | present value of cash flows |
1 | 500,000 | 0.8928 | 446,400 |
2 | 525,000 | 0.7971 | 418,477.5 |
3 | 550,000 | 0.7117 | 391,435 |
4 | 575,000 | 0.6355 | 365,412.5 |
5 | 600,000 | 0.5674 | 340,440 |
5 | 6,750,000 | 0.5674 | 3,829,950 |
present value of project | 5,792,115 |
the maximum price an investor have to pay for the property today if she requires a 12 percent return on her investments = $5,792,115
the student should note that, the PV factors are subject to four decimals.answer may slightly vary if take three decimals...if u face any issue let me know, thank you.
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