Investment Return Calculator
How much could your money be worth in a few years? Enter an initial amount, a monthly contribution and the annual return you expect (for example, that of an index such as the S&P 500) and see the projection in nominal terms and in real terms, with inflation already taken out.
The return is an estimate: the long-run historical average of an index like the S&P 500 is around 7% in real terms. Inflation adjusts the result to today's money (ECB target: about 2%).
Year-by-year growth
| Year | Real value | Projected value |
|---|---|---|
| 1 | €7,686 | €7,840 |
| 2 | €10,463 | €10,885 |
| 3 | €13,334 | €14,151 |
| 4 | €16,308 | €17,652 |
| 5 | €19,389 | €21,407 |
| 6 | €22,584 | €25,433 |
| 7 | €25,899 | €29,750 |
| 8 | €29,342 | €34,379 |
| 9 | €32,920 | €39,343 |
| 10 | €36,641 | €44,665 |
| 11 | €40,513 | €50,373 |
| 12 | €44,544 | €56,493 |
| 13 | €48,744 | €63,055 |
| 14 | €53,121 | €70,092 |
| 15 | €57,686 | €77,637 |
| 16 | €62,448 | €85,728 |
| 17 | €67,420 | €94,404 |
| 18 | €72,611 | €103,707 |
| 19 | €78,035 | €113,682 |
| 20 | €83,704 | €124,379 |
Educational estimate, not financial advice. Returns are not guaranteed and investments can lose value.
Video: how to use the calculator
What this calculator does
It projects an investment with monthly compounding: it starts from an initial amount, adds a contribution every month and grows the balance at the return you set. It shows the final value, how much you put in and the gain produced.
Nominal value and real value
The nominal value is the number you will see in the account in the future. The real value translates that amount into today’s purchasing power by removing inflation: FV_real = FV_nominal ÷ (1 + inflation)^years. The real value is what tells you what the money is actually worth.
Which return to use
The return is an estimate, not a guarantee. For a global stock index like the S&P 500, the long-run historical average is around 7% a year in real terms (above inflation). Use a prudent rate and remember that investments carry risk and can lose value.
Worked example
With €5,000 to start, €200 per month, at a 7% annual return over 20 years, you invest €53,000 in total and the projected balance is about €124,379. With 2% inflation, that is worth about €83,704 in today’s money: a real gain of roughly €30,704.
Frequently asked questions
What is the difference between nominal and real value?
What annual return should I use?
Are the results guaranteed?
Does the calculator take tax off?
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Sources
- Todos Contam: Portal de educação financeira — Banco de Portugal
Author: Thorben Rasmus Idel · Reviewed by: Nahar Geva · Last reviewed: 2026-06-10