An investment will pay you $67797 in 9 years. If the appropriate discount rate is 13 percent compounded daily, what is the present value? (Use 365 days a year. Round time value factors to 6 decimal places and final answer to the nearest dollar amount. Omit the "$" sign and commas in your response. For example, $123,456 should be entered as 123456.)
A | B | C | D | E | F | G |
2 | ||||||
3 | Future Value | $67,797 | ||||
4 | Period | 9 | Years | |||
5 | Interest rate | 13% | (Compounded daily) | |||
6 | ||||||
7 | Daily interest rate | =13% / 365 | ||||
8 | 0.036% | |||||
9 | ||||||
10 | Period in days | 3285 | =D4*365 | |||
11 | ||||||
12 | Present value | =$67,797*(P/F,0.036%,3285) | ||||
13 | =$67,797 / (1+0.036%)3285 | |||||
14 | $21,046.33 | =D3/((1+D8)^D10) | ||||
15 | ||||||
16 | Hence present value is | $21,046.33 | ||||
17 |
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