Present / Future Values tables
| Present value of a lump sum |
| What if you know you will need $10,000 accumulated 10 years from now? How much money do you need to invest today at an average interest rate of 8% to obtain your goal? Looking at the table below, go to 10 years then across to 8%. You will see that $463 invested today should yield you $1,000 in 10 years. since you want $10,000 you multiply 463 by 10 to arrive at $4,630. | |
Years |
5% avg interest rate |
6% avg interest rate |
8% avg interest rate |
10% avg interest rate |
12% avg interest rate | |
10 |
614 |
558 |
463 |
386 |
322 | |
20 |
377 |
312 |
215 |
149 |
104 | |
30 |
231 |
174 |
99 |
57 |
33 | |
40 |
142 |
97 |
46 |
22 |
11 |
| future value of a lump sum |
| if you invest %10,000 today at an interest rate of 8%, how much will your investment be worth in 10 years? By referring to the table below, you find that $1,000 invested today at 8% would grow to $2,159 in 10 years. Since you invested $10,000, you multiply $2,159 by 10 giving you $21,590. | |
years |
5% |
6% |
8% |
10% |
12% | |
10 |
1,629 |
1,791 |
2,159 |
2,594 |
3,105 | |
20 |
2,653 |
3,207 |
4,661 |
6,727 |
9,646 | |
30 |
4,322 |
5,743 |
10,063 |
17,449 |
29,959 | |
40 |
7,040 |
10,286 |
21,725 |
45,259 |
93,051 |
| Present value of a series of annual payments |
| How much money would you have to invest today at an average interest rate of 8% to provide $10,000 per year for 10 years? Looking at the table below, to receive $1,000 per year for 10 years at 8%, you would need to invest 6,710. You want $10,000 so you multiply that by 10 to get $67,100 as the amount you need to invest today. | |
years |
5% |
6% |
8% |
10% |
12% | |
10 |
7,722 |
7,360 |
6,710 |
6,144 |
5,650 | |
20 |
12,462 |
11,470 |
9,818 |
8,513 |
7,469 | |
30 |
15,372 |
13,765 |
11,258 |
9,427 |
8,055 | |
40 |
17,159 |
15,046 |
11,925 |
9,779 |
8,244 |
| Future value of a series of annual payments |
| If you deposit $10,000 in an annuity at the end of each year for 10 years at an 8% average interest rate, How much you would have in your account at the end of the tenth year? From the table below you go to 10 years then across to 8 % and multiply by 10 to get $144,870! | |
years |
5% |
6% |
8% |
10% |
12% | |
10 |
12,578 |
13,181 |
14,487 |
15,937 |
17,549 | |
20 |
33,066 |
36,786 |
45,762 |
57,275 |
72,052 | |
30 |
66,439 |
79,058 |
113,283 |
164,494 |
241,333 | |
40 |
120,800 |
154,762 |
259,057 |
442,593 |
767,091 |
This is a hypothetical illustration and is not intended to reflect the actual performance of any particular security. Results will vary and cannot be guaranteed.
|