|
People often need annuity present values for
death and divorce. There are other cases such as verifying the values of retirement
benefits some business uses. If you do not know whether you need an individualized
annuity valuation, just ask.
The tables on this page may help you estimate the values you need to know in very
simple circumstances. If you find the value is large enough, you really should
obtain an accurate estimate from an actuary. Of course, we suggest that you e-mail,
write or telephone us but you may also look in your telephone directory under
"Actuaries."
The table below illustrates annuity present values. The typical problem is to
determine a fair present value for a retirement annuity on an individual. This value
will be divided by 2 (two) in a typical property settlement for divorce or where the
spouse's interest is passed to another through a will. This table shows the present
value of an annuity paying $100 per month to a male whose current age is known (and
between 25 and 104). Annuity present values on female lives or joint annuities will
be different. The entries for ages 65 and over reflect a reduction for the benefits
already paid beginning at age 65.
A very important problem is determining the exact interest of the spouse (which may be
something other than half). This can be complicated. Also, there may be a need
to estimate future salary adjustments on a projected monthly pension benefit.
Vesting can also play a role. Rather than bog you down in the complexity, let us
consider two simple cases: a deferred annuity and a retiree. Again, you can
use this table to get an idea of the amounts involved but you should find an actuary for
reliable figures.
How to use this table:
 | Find the monthly annuity payment amount.
|
 | Find the age of the person.
|
 | Look down the table until you find that age and pick
an annuity present value. (Use the 6% number -- it is the middle entry. Note
that the annuity values increase as the interest rate decreases.)
|
 | Multiply the annuity present value by the annuity
payment divided by 100.
|
Examples:
1) Suppose we have a person age 40 who expects to receive $355 per month at age
65.
Looking down the table to the age 40 row, we see that the 6% number is 3829.15.
The annuity value is then 3829.15 * 355 / 100 = $13,593.48.
2) Suppose we have a person age 72 receiving $1,453.75 per month.
Looking down the table to the age 72 row, we see that the 6% number is 11276.19.
The annuity value is then 11276.19 * 1453.75 /
100 = $163,927.61.
Jump to: 25
35 45
55 65
75 85
95
Present Values of $100 Per Month
Beginning At Age 65
Using Various Discount Rates
| Age |
8% |
7% |
6% |
6% |
4% |
| 25 |
750.46 |
1199.32 |
1934.48 |
3151.00 |
5186.02 |
| 26 |
800.76 |
1267.52 |
2024.82 |
3266.05 |
5322.48 |
| 27 |
854.41 |
1339.58 |
2119.33 |
3385.24 |
5462.40 |
| 28 |
911.64 |
1415.71 |
2218.22 |
3508.71 |
5605.88 |
| 29 |
972.70 |
1496.14 |
2321.69 |
3636.62 |
5753.03 |
| 30 |
1037.83 |
1581.13 |
2429.95 |
3769.13 |
5903.94 |
| 31 |
1107.32 |
1670.93 |
2543.23 |
3906.43 |
6058.73 |
| 32 |
1181.45 |
1765.82 |
2661.77 |
4048.70 |
6217.51 |
| 33 |
1260.47 |
1865.97 |
2785.64 |
4195.84 |
6379.98 |
| 34 |
1344.76 |
1971.80 |
2915.28 |
4348.32 |
6546.68 |
| 35 |
1434.71 |
2083.64 |
3050.95 |
4506.35 |
6717.73 |
| 36 |
1530.71 |
2201.88 |
3193.02 |
4670.23 |
6893.39 |
| 37 |
1633.14 |
2326.83 |
3341.70 |
4840.05 |
7073.61 |
| 38 |
1742.17 |
2458.51 |
3496.79 |
5015.31 |
7257.46 |
| 39 |
1858.51 |
2597.70 |
3659.15 |
5196.99 |
7446.19 |
| 40 |
1982.69 |
2744.85 |
3829.15 |
5385.42 |
7640.04 |
| 41 |
2115.28 |
2900.48 |
4007.24 |
5580.92 |
7839.27 |
| 42 |
2256.88 |
3065.13 |
4193.88 |
5783.88 |
8044.18 |
| 43 |
2408.16 |
3239.41 |
4389.58 |
5994.71 |
8255.12 |
| 44 |
2569.87 |
3423.96 |
4594.91 |
6213.89 |
8472.47 |
| 45 |
2742.81 |
3619.52 |
4810.48 |
6441.93 |
8696.66 |
| 46 |
2927.87 |
3826.85 |
5036.96 |
6679.39 |
8928.18 |
| 47 |
3126.01 |
4046.85 |
5275.11 |
6926.90 |
9167.58 |
| 48 |
3338.57 |
4280.78 |
5526.19 |
7185.75 |
9416.21 |
| 49 |
3566.50 |
4529.37 |
5790.66 |
7456.11 |
9673.96 |
| 50 |
3811.03 |
4793.73 |
6069.46 |
7738.76 |
9941.46 |
| 51 |
4073.56 |
5075.02 |
6363.56 |
8034.50 |
10219.36 |
| 52 |
4355.55 |
5374.53 |
6674.03 |
8344.16 |
10508.31 |
| 53 |
4658.64 |
5693.63 |
7001.99 |
8668.65 |
10809.01 |
| 54 |
4984.59 |
6033.80 |
7348.64 |
9008.90 |
11122.19 |
| 55 |
5335.33 |
6396.66 |
7715.31 |
9365.95 |
11448.64 |
| 56 |
5712.96 |
6783.98 |
8103.39 |
9740.89 |
11789.16 |
| 57 |
6119.81 |
7197.66 |
8514.43 |
10134.92 |
12144.68 |
| 58 |
6560.00 |
7641.64 |
8952.26 |
10551.86 |
12519.18 |
| 59 |
7035.38 |
8117.07 |
9417.29 |
10991.42 |
12911.62 |
| 60 |
7549.56 |
8627.04 |
9912.17 |
11455.84 |
13323.96 |
| 61 |
8106.77 |
9175.20 |
10440.05 |
11947.87 |
13758.64 |
| 62 |
8711.97 |
9765.88 |
11004.67 |
12470.80 |
14218.60 |
| 63 |
9371.06 |
10404.23 |
11610.58 |
13028.66 |
14707.52 |
| 64 |
10091.05 |
11096.44 |
12263.24 |
13626.33 |
15229.83 |
| 65 |
12038.16 |
13012.53 |
14136.72 |
15442.17 |
16968.43 |
| 66 |
11749.04 |
12673.60 |
13736.47 |
14965.88 |
16397.16 |
| 67 |
11453.94 |
12329.46 |
13332.32 |
14487.81 |
15827.38 |
| 68 |
11153.75 |
11981.15 |
12925.48 |
14009.30 |
15260.54 |
| 69 |
10848.93 |
11629.21 |
12516.56 |
13531.07 |
14697.44 |
| 70 |
10539.47 |
11273.70 |
12105.70 |
13053.27 |
14138.22 |
| 71 |
10224.92 |
10914.19 |
11692.48 |
12575.50 |
13582.43 |
| 72 |
9904.54 |
10549.97 |
11276.19 |
12097.03 |
13029.28 |
| 73 |
9589.33 |
10192.79 |
10869.40 |
11631.32 |
12493.18 |
| 74 |
9269.59 |
9832.30 |
10461.03 |
11166.41 |
11961.18 |
| 75 |
8946.36 |
9469.67 |
10052.37 |
10703.70 |
11434.73 |
| 76 |
8621.23 |
9106.64 |
9645.28 |
10245.21 |
10915.95 |
| 77 |
8296.20 |
8745.33 |
9242.04 |
9793.28 |
10407.27 |
| 78 |
7973.02 |
8387.58 |
8844.55 |
9349.90 |
9910.69 |
| 79 |
7653.00 |
8034.77 |
8454.22 |
8916.48 |
9427.58 |
| 80 |
7337.10 |
7687.87 |
8072.02 |
8493.94 |
8958.76 |
| 81 |
7025.91 |
7347.44 |
7698.45 |
8082.70 |
8504.53 |
| 82 |
6719.57 |
7013.59 |
7333.58 |
7682.72 |
8064.69 |
| 83 |
6417.76 |
6685.94 |
6976.91 |
7293.38 |
7638.44 |
| 84 |
6119.57 |
6363.49 |
6627.35 |
6913.45 |
7224.38 |
| 85 |
5823.46 |
6044.63 |
6283.20 |
6541.08 |
6820.45 |
| 86 |
5527.22 |
5727.08 |
5942.06 |
6173.75 |
6423.98 |
| 87 |
5229.55 |
5409.53 |
5602.60 |
5810.09 |
6033.50 |
| 88 |
4984.89 |
5148.12 |
5322.74 |
5509.87 |
5710.77 |
| 89 |
4743.59 |
4891.11 |
5048.51 |
5216.73 |
5396.81 |
| 90 |
4504.70 |
4637.53 |
4778.88 |
4929.54 |
5090.37 |
| 91 |
4267.17 |
4386.26 |
4512.69 |
4647.08 |
4790.15 |
| 92 |
4028.32 |
4134.60 |
4247.15 |
4366.49 |
4493.20 |
| 93 |
3820.38 |
3915.54 |
4016.06 |
4122.38 |
4234.98 |
| 94 |
3610.35 |
3695.02 |
3784.25 |
3878.40 |
3977.86 |
| 95 |
3402.53 |
3477.47 |
3556.27 |
3639.22 |
3726.63 |
| 96 |
3196.64 |
3262.61 |
3331.84 |
3404.54 |
3480.98 |
| 97 |
2978.54 |
3036.10 |
3096.36 |
3159.52 |
3225.76 |
| 98 |
2813.30 |
2864.20 |
2917.39 |
2973.01 |
3031.23 |
| 99 |
2646.61 |
2691.24 |
2737.78 |
2786.35 |
2837.06 |
| 100 |
2476.48 |
2515.23 |
2555.54 |
2597.51 |
2641.25 |
| 101 |
2320.59 |
2354.08 |
2388.85 |
2424.98 |
2462.54 |
| 102 |
2162.84 |
2191.36 |
2220.91 |
2251.55 |
2283.33 |
| 103 |
1999.40 |
2023.19 |
2047.79 |
2073.23 |
2099.56 |
| 104 |
1829.08 |
1848.40 |
1868.33 |
1888.89 |
1910.12 |
[Top of page.]
Notes: This table was calculated using the 1983 Group Annuity
Mortality (male) table with mortality improvement projection. Some actuaries may
recommend a different table or an interest rate not shown. Actuaries often have good
reasons for the tables and interest rates they recommend and you should inquire.
While different mortality tables produce different results, many actuaries tend to choose
tables that give values reasonably close to these. Much larger differences come from
different interest rates.
The "annuity form" illustrated in this table is a single life annuity of $100
per month beginning at age 65. Many other annuity forms exist and we regularly quote
other forms. Annuity present values for female lives will be somewhat higher than
for male lives.
|