Investment Calculator: Contributions, Withdrawals & Inflation
See how a starting amount and regular monthly investing could grow with compound returns. Use historical averages for stocks, bonds or savings, or your own rate, then see how the same plan would have done in every period since 1928.
Want real results instead? Try what if I invested in a specific stock.
Estimated value in 25 years
Investing $10K now and $500.00 a month at 10.0% a year could grow to about $732.1K in 25 years. That's about $349.6K in today's money at 3.0% inflation.
Show year-by-year table
| Year | Monthly deposit | Put in so far | Taken out so far | Balance |
|---|---|---|---|---|
| Year 1 | $500.00 | $16K | $0.00 | $17.3K |
| Year 2 | $500.00 | $22K | $0.00 | $25.4K |
| Year 3 | $500.00 | $28K | $0.00 | $34.2K |
| Year 4 | $500.00 | $34K | $0.00 | $44K |
| Year 5 | $500.00 | $40K | $0.00 | $54.7K |
| Year 6 | $500.00 | $46K | $0.00 | $66.5K |
| Year 7 | $500.00 | $52K | $0.00 | $79.5K |
| Year 8 | $500.00 | $58K | $0.00 | $93.8K |
| Year 9 | $500.00 | $64K | $0.00 | $109.5K |
| Year 10 | $500.00 | $70K | $0.00 | $126.8K |
| Year 11 | $500.00 | $76K | $0.00 | $145.8K |
| Year 12 | $500.00 | $82K | $0.00 | $166.8K |
| Year 13 | $500.00 | $88K | $0.00 | $189.8K |
| Year 14 | $500.00 | $94K | $0.00 | $215.1K |
| Year 15 | $500.00 | $100K | $0.00 | $243K |
| Year 16 | $500.00 | $106K | $0.00 | $273.6K |
| Year 17 | $500.00 | $112K | $0.00 | $307.4K |
| Year 18 | $500.00 | $118K | $0.00 | $344.5K |
| Year 19 | $500.00 | $124K | $0.00 | $385.3K |
| Year 20 | $500.00 | $130K | $0.00 | $430.2K |
| Year 21 | $500.00 | $136K | $0.00 | $479.7K |
| Year 22 | $500.00 | $142K | $0.00 | $534K |
| Year 23 | $500.00 | $148K | $0.00 | $593.9K |
| Year 24 | $500.00 | $154K | $0.00 | $659.7K |
| Year 25 | $500.00 | $160K | $0.00 | $732.1K |
03 — Reality check
How this plan did in real history
Averages hide the ups and downs. Here is the same plan run through every 25-year period from 1928 to 2025, using actual yearly returns for stocks (s&p 500).
Worst period
Starting in 1955 (1955–1979). About $166.5K after inflation.
Typical (median)
Starting in 2001 (2001–2025). About $477.3K after inflation.
Best period
Starting in 1975 (1975–1999). About $783.5K after inflation.
In 74 of 74 historical 25-year periods, this plan ended with more than the $160K put in.
Show every starting year
| Period | Ending value | After inflation |
|---|---|---|
| 1928–1952 | $694.7K | $450.1K |
| 1929–1953 | $650.4K | $413.4K |
| 1930–1954 | $970.8K | $625.4K |
| 1931–1955 | $1.3M | $760.8K |
| 1932–1956 | $1.4M | $722.4K |
| 1933–1957 | $1.1M | $522.5K |
| 1934–1958 | $1.4M | $638.9K |
| 1935–1959 | $1.4M | $660.3K |
| 1936–1960 | $1.3M | $593.8K |
| 1937–1961 | $1.5M | $694.1K |
| 1938–1962 | $1.3M | $633.5K |
| 1939–1963 | $1.5M | $662.1K |
| 1940–1964 | $1.6M | $708.1K |
| 1941–1965 | $1.7M | $732.7K |
| 1942–1966 | $1.4M | $645.4K |
| 1943–1967 | $1.4M | $721.9K |
| 1944–1968 | $1.4M | $669.1K |
| 1945–1969 | $1.1M | $512.2K |
| 1946–1970 | $963.2K | $440.5K |
| 1947–1971 | $1M | $529.4K |
| 1948–1972 | $1.1M | $584.7K |
| 1949–1973 | $795.5K | $415K |
| 1950–1974 | $501.1K | $227.8K |
| 1951–1975 | $576.6K | $259.7K |
| 1952–1976 | $614.5K | $279.8K |
| 1953–1977 | $500.4K | $215.1K |
| 1954–1978 | $481.3K | $191.3K |
| 1955–1979 | $478.2K | $166.5K |
| 1956–1980 | $558.5K | $173.4K |
| 1957–1981 | $490.7K | $144.1K |
| 1958–1982 | $555.6K | $161.7K |
| 1959–1983 | $595.5K | $169.9K |
| 1960–1984 | $582.5K | $162.6K |
| 1961–1985 | $713.3K | $194.5K |
| 1962–1986 | $766.4K | $208.1K |
| 1963–1987 | $766.8K | $202K |
| 1964–1988 | $811.1K | $208K |
| 1965–1989 | $981.9K | $242.9K |
| 1966–1990 | $883.9K | $210.1K |
| 1967–1991 | $1.1M | $260.7K |
| 1968–1992 | $1.1M | $255.7K |
| 1969–1993 | $1.1M | $266.3K |
| 1970–1994 | $1M | $264.2K |
| 1971–1995 | $1.3M | $345.5K |
| 1972–1996 | $1.5M | $386.7K |
| 1973–1997 | $1.8M | $477.9K |
| 1974–1998 | $2.2M | $621.5K |
| 1975–1999 | $2.5M | $783.5K |
| 1976–2000 | $1.9M | $620K |
| 1977–2001 | $1.5M | $492.6K |
| 1978–2002 | $1.1M | $366.6K |
| 1979–2003 | $1.2M | $443.7K |
| 1980–2004 | $1.1M | $463K |
| 1981–2005 | $1M | $448.8K |
| 1982–2006 | $1.1M | $498.2K |
| 1983–2007 | $964.5K | $448.2K |
| 1984–2008 | $526K | $253.5K |
| 1985–2009 | $587.2K | $286.3K |
| 1986–2010 | $574.4K | $286.4K |
| 1987–2011 | $515.9K | $252.6K |
| 1988–2012 | $537.2K | $270K |
| 1989–2013 | $624.6K | $323K |
| 1990–2014 | $617K | $331.3K |
| 1991–2015 | $574.6K | $325K |
| 1992–2016 | $561.6K | $320.7K |
| 1993–2017 | $620.5K | $357.1K |
| 1994–2018 | $537.1K | $311.7K |
| 1995–2019 | $642.9K | $374.5K |
| 1996–2020 | $661.2K | $389.6K |
| 1997–2021 | $766.1K | $435.8K |
| 1998–2022 | $569.4K | $309.4K |
| 1999–2023 | $665.5K | $355.6K |
| 2000–2024 | $783K | $417.6K |
| 2001–2025 | $889.4K | $477.3K |
04 — Rates of return
Average returns by investment type
Compound yearly returns from 1928 to 2025, before fees and taxes, from NYU Stern's historical returns data.
| Investment | Average a year | Doubles in about |
|---|---|---|
| Stocks (S&P 500, with dividends) | 10.0% | 7 years |
| Balanced (60% stocks / 40% bonds) | 8.3% | 9 years |
| Bonds (10-year Treasury) | 4.5% | 16 years |
| Savings / cash (3-month Treasury bills) | 3.4% | 21 years |
| Inflation (consumer prices) | 3.0% | — |
05 — How it works
How compound interest grows your investment
The math, explained simply.
Compound growth
Future value = starting amount × (1 + return)^years
Your returns earn returns of their own. $10,000 growing 7% a year becomes $19.7K in 10 years. Monthly contributions are added each month and compound the same way.
Small amounts add up
$500 a month for 30 years is $180K put in. At the stock market's historical average of 10.0%, it grows to about $1M. Raising the amount 3% a year, roughly in line with pay raises, makes it about $1.4M.
Averages vs. real life
Markets don't rise smoothly. The same $500 a month in the S&P 500 for 30 years ended between $773.1K (starting 1952) and $3.2M (starting 1970) across history. The calculator's reality-check section shows this range for your plan.
Inflation and today's dollars
Prices rise over time, so a future balance buys less than the same amount today. The “today's dollars” figure divides out inflation, at 3.0% a year by default (the long-run average).
The rule of 72
Divide 72 by your yearly return to estimate how long money takes to double. At 10.0%, about 7 years; at 4%, about 18 years.
What it leaves out
Fund fees, taxes and withdrawals aren't included. Retirement accounts like a 401(k) or IRA can delay or avoid taxes on growth. See your take-home pay after 401(k) contributions in the paycheck calculator.
06 — FAQ
Investment calculator questions
What rate of return should I use?
It depends on what you invest in. From 1928 to 2025, U.S. stocks averaged 10.0% a year, bonds 4.5% and Treasury bills 3.4%. Many people plan with a lower number, like 6–7% for stocks, to be cautious.
How much will $500 a month be worth in 30 years?
About $1M at 10.0% a year, from $180K put in. In real history it ranged from $773.1K to $3.2M, with a typical result of $1.2M.
Is the stock market's average return guaranteed?
No. Stocks can fall sharply for years. In every historical 30-year periods, $500 a month in stocks still ended above the money put in, but the past doesn't guarantee the future.
Is a 10% return realistic?
As a very long-run average for U.S. stocks, it has been: 10.0% a year from 1928 to 2025, before fees, taxes and inflation. After inflation it was closer to 6.8%. Individual decades have been much better or much worse, which is why the reality-check section shows the range.
Is this adjusted for inflation?
Both are shown. The main number is in future dollars; “in today's dollars” removes inflation (change the rate under more options). The reality check uses the inflation that actually happened in each period.
Are taxes and fees included?
No. Subtract your fund's expense ratio from the return to include fees (for example 7% − 0.5% = 6.5%). Taxes depend on the account: 401(k)s and IRAs defer or avoid tax on growth, while taxable accounts owe tax on dividends and gains.
How long will my money last if I withdraw every month?
Turn on more options and enter a monthly withdrawal and the year it starts. The calculator stops contributions then and tells you if the money runs out, and the reality check shows how often that happened in real history.
How much should I increase my contributions each year?
Many people raise them with their pay, often 2–3% a year, or put part of every raise toward investing. The “raise contributions” option shows the effect.
What does compounding monthly mean here?
Returns are applied every month at a rate that adds up to the yearly return you chose, and each monthly deposit starts growing right away (or at the month's end if you change that option).
Source
Aswath Damodaran, NYU Stern: Historical Returns on Stocks, Bonds and Bills (1928–2025, updated January 2026). Stocks are the S&P 500 including dividends; bonds are 10-year U.S. Treasury bonds; cash is 3-month Treasury bills; inflation is the change in the Consumer Price Index.
Estimates, not promises. Projections assume a steady return; real returns vary from year to year and can be negative. Fees and taxes are not included.
Educational only, not investment advice. Nothing you enter is stored.