Life Expectancy Calculator
Use this life expectancy calculator to estimate your remaining life expectancy using Social Security actuarial data.
Updated October 22, 2026
Medical Disclaimer: This calculator gives a general estimate for education only and cannot diagnose a condition. Share your result with your doctor or the clinician who ordered your test, and do not start, stop or change any medicine based on it. Read our full Medical Disclaimer.
How Life Expectancy Is Calculated
Life expectancy at a given age is the average number of years a person of that exact age and sex would still live if one recent year's death rates applied for the rest of their life¹. It isn't a formula in the usual sense; it's a lookup against real, published mortality data. Every year, the Social Security Administration's Office of the Chief Actuary compiles a Period Life Table from actual mortality experience, the same table used in the agency's own Trustees Report to project the solvency of Social Security itself¹.
What This Calculator Measures
This returns remaining life expectancy in years for a given current age and sex, plus the one-year probability of death at that age, both based on the same published table. It also shows the approximate age those remaining years would take you to.
The Formula
Rather than computing anything from your health, the calculator stores remaining life expectancy and the one-year probability of death for each sex at every age from 0 to 5, where death rates change fastest, and then at 5-year ages up to 100. For an age between two of those points, it reads the value along a straight line:
Value = value at lower age + (your age − lower age) ÷ 5 × (value at next age − value at lower age)
So a 62-year-old gets a figure 40% of the way from the age-60 value to the age-65 value. Approximate age is simply your current age plus the remaining years.
How This Calculator Computes Your Result
Enter your current age (0 to 100) and sex. We look up your age in the stored figures, interpolating between 5-year ages, and return remaining life expectancy in years, the approximate age it implies, and the one-year probability of death at that age.
Reference Values From the SSA Table
These are remaining life expectancies at selected exact ages in the SSA's 2023 period life table, as used in the 2026 Trustees Report¹:
Age | Male, years left | Female, years left |
30 | 47.50 | 52.08 |
40 | 38.59 | 42.64 |
50 | 29.90 | 33.45 |
60 | 21.79 | 24.73 |
65 | 18.12 | 20.66 |
70 | 14.66 | 16.76 |
80 | 8.50 | 9.82 |
90 | 4.11 | 4.80 |
Notice that expected total lifespan rises as you get older. A man of 65 can expect about 18 more years, reaching about 83, which is well past the 75.79 years the same table gives a newborn boy¹. That is because he has already survived the risks of the earlier decades. The table also counts how many of 100,000 people born alive would reach each age under these death rates: 79,084 men and 87,399 women would reach 65¹.
Why a Period Life Table Specifically, Not a Simpler Average
A period life table isn't just an average of how long people currently that age have lived, it's built by applying the mortality rate observed at every single age, from infancy through the oldest ages, to a hypothetical group moving through life under today's conditions². This is why government agencies use it to report on current mortality: it reflects current mortality conditions at every age simultaneously, rather than reporting on a cohort that hasn't finished living yet. For financial planning, actuaries usually adjust tables like this for expected future falls in death rates, because period figures tend to understate how long people will live.
Period vs Cohort Life Expectancy
There are two kinds of life table. A cohort table follows a real group, such as everyone born in one year, from birth until none remain. Building one needs data over many decades, and for people still alive it needs projections of future deaths². A period table instead asks what would happen to a hypothetical group that lived its whole life under the death rates of a single year, giving a snapshot of current mortality².
This calculator uses period figures. They assume today's death rates never change, so they do not build in future medical progress or setbacks. Treat your result as a description of current conditions rather than a forecast.
SSA and CDC Figures Can Differ
The CDC's National Center for Health Statistics publishes its own period life tables for the United States². The SSA table covers the Social Security area population, which adds groups such as residents of US territories and federal employees and armed forces abroad¹. Because the populations differ, the two sources can give different numbers. For a lifestyle-based estimate that does consider habits like smoking and activity, see the Biological Age Calculator.
Life Expectancy by Age and Sex
Switch between the years a person of each age can expect to have left and the age those years would take them to.
- Male
- Female
Show data table
| Current age (years) | Male (years) | Female (years) |
|---|---|---|
| 30 years | 47.50 | 52.08 |
| 40 years | 38.59 | 42.64 |
| 50 years | 29.90 | 33.45 |
| 60 years | 21.79 | 24.73 |
| 65 years | 18.12 | 20.66 |
| 70 years | 14.66 | 16.76 |
| 80 years | 8.50 | 9.82 |
| 90 years | 4.11 | 4.80 |
A Note on Accuracy
This is a population-level actuarial average, not a personal prediction. It does not account for individual health status, family history, lifestyle, or existing medical conditions. The SSA revises this table periodically, so figures reflect the most recently published structure rather than a fixed, one-time dataset.
Frequently Asked Questions
What data does this use?
A direct lookup against the Social Security Administration's Period Life Table¹, the table the agency publishes with its annual Trustees Report.
Is this a personal prediction of how long I'll live?
No. This is a population-level actuarial average. It does not account for your individual health status, family history, lifestyle, or existing medical conditions.
What is the one-year death probability figure?
It's the SSA's published probability that a person of your current age and sex will die within the next year, part of the same actuarial table, shown for additional context.
Why would I use this?
This kind of actuarial estimate is commonly used for retirement planning, insurance decisions, and general financial context, though planners often add a margin because period figures do not allow for future gains in lifespan.
Sources
Period Life Table, U.S. Social Security Administration, Office of the Chief Actuary
United States Life Tables, 2024, Arias et al., National Vital Statistics Reports, National Center for Health Statistics, 2026