Question
Present value of $1 Periods 4% 6% 8% 10% 12% 14% 1 0.96154 0.94340 0.92593 0.90909 0.89286 0.87719 2 0.92456 0.89000 0.85734 0.82645 0.79719 0.76947
Present value of $1
Periods | 4% | 6% | 8% | 10% | 12% | 14% |
1 | 0.96154 | 0.94340 | 0.92593 | 0.90909 | 0.89286 | 0.87719 |
2 | 0.92456 | 0.89000 | 0.85734 | 0.82645 | 0.79719 | 0.76947 |
3 | 0.88900 | 0.83962 | 0.79383 | 0.75131 | 0.71178 | 0.67497 |
4 | 0.85480 | 0.79209 | 0.73503 | 0.68301 | 0.63552 | 0.59208 |
5 | 0.82193 | 0.74726 | 0.68058 | 0.62092 | 0.56743 | 0.51937 |
6 | 0.79031 | 0.70496 | 0.63017 | 0.56447 | 0.50663 | 0.45559 |
7 | 0.75992 | 0.66506 | 0.58349 | 0.51316 | 0.45235 | 0.39964 |
8 | 0.73069 | 0.62741 | 0.54027 | 0.46651 | 0.40388 | 0.35056 |
9 | 0.70259 | 0.59190 | 0.50025 | 0.42410 | 0.36061 | 0.30751 |
10 | 0.67556 | 0.55839 | 0.46319 | 0.38554 | 0.32197 | 0.26974 |
Present value of an annuity of $1
Periods | 4% | 6% | 8% | 10% | 12% | 14% |
1 | 0.96154 | 0.94340 | 0.92593 | 0.90909 | 0.89286 | 0.87719 |
2 | 1.88609 | 1.83339 | 1.78326 | 1.73554 | 1.69005 | 1.64666 |
3 | 2.77509 | 2.67301 | 2.57710 | 2.48685 | 2.40183 | 2.32163 |
4 | 3.62990 | 3.46511 | 3.31213 | 3.16987 | 3.03735 | 2.91371 |
5 | 4.45182 | 4.21236 | 3.99271 | 3.79079 | 3.60478 | 3.43308 |
6 | 5.24214 | 4.91732 | 4.62288 | 4.35526 | 4.11141 | 3.88867 |
7 | 6.00205 | 5.58238 | 5.20637 | 4.86842 | 4.56376 | 4.28830 |
8 | 6.73274 | 6.20979 | 5.74664 | 5.33493 | 4.96764 | 4.63886 |
9 | 7.43533 | 6.80169 | 6.24689 | 5.75902 | 5.32825 | 4.94637 |
10 | 8.11090 | 7.36009 | 6.71008 | 6.14457 | 5.65022 | 5.21612 |
Zeta Corp. is considering an investment in a new equipment that will cost $300,000. The equipment is expected to yield cash inflows of $80,000 per year for a five-year period. At the end of the fifth year, the firm expects to recover $150,000 from the sale of the equipment. Zeta set a required rate of return at 10%. What is the net present value of the investment? (Note: Use the discount tables provided and round each present value calculation to the nearest dollar.)
$33,092 ($157,188) ($96,401) $96,401
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