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Compound interest calculator

Compound interest calculator

Estimated final balance 62.755,11 € after 20 years
Total contributed
29.000,00 €
Interest generated
33.755,11 €
Final balance
62.755,11 €
Year 1: contributed 6200Year 1: interest 3421Year 2: contributed 7400Year 2: interest 779Year 3: contributed 8600Year 3: interest 1317Year 4: contributed 9800Year 4: interest 19624Year 5: contributed 11000Year 5: interest 2721Year 6: contributed 12200Year 6: interest 3601Year 7: contributed 13400Year 7: interest 46097Year 8: contributed 14600Year 8: interest 5754Year 9: contributed 15800Year 9: interest 7042Year 10: contributed 17000Year 10: interest 848510Year 11: contributed 18200Year 11: interest 10090Year 12: contributed 19400Year 12: interest 11869Year 13: contributed 20600Year 13: interest 1383113Year 14: contributed 21800Year 14: interest 15988Year 15: contributed 23000Year 15: interest 18352Year 16: contributed 24200Year 16: interest 2093616Year 17: contributed 25400Year 17: interest 23754Year 18: contributed 26600Year 18: interest 26819Year 19: contributed 27800Year 19: interest 3014719Year 20: contributed 29000Year 20: interest 3375520
View year-by-year evolution
Year Contributed Interest Balance
0 5000,00 € 0,00 € 5000,00 €
1 6200,00 € 341,95 € 6541,95 €
2 7400,00 € 778,99 € 8178,99 €
3 8600,00 € 1317,01 € 9917,01 €
4 9800,00 € 1962,23 € 11.762,23 €
5 11.000,00 € 2721,25 € 13.721,25 €
6 12.200,00 € 3601,11 € 15.801,11 €
7 13.400,00 € 4609,24 € 18.009,24 €
8 14.600,00 € 5753,57 € 20.353,57 €
9 15.800,00 € 7042,49 € 22.842,49 €
10 17.000,00 € 8484,92 € 25.484,92 €
11 18.200,00 € 10.090,33 € 28.290,33 €
12 19.400,00 € 11.868,77 € 31.268,77 €
13 20.600,00 € 13.830,92 € 34.430,92 €
14 21.800,00 € 15.988,10 € 37.788,10 €
15 23.000,00 € 18.352,34 € 41.352,34 €
16 24.200,00 € 20.936,42 € 45.136,42 €
17 25.400,00 € 23.753,89 € 49.153,89 €
18 26.600,00 € 26.819,15 € 53.419,15 €
19 27.800,00 € 30.147,48 € 57.947,48 €
20 29.000,00 € 33.755,11 € 62.755,11 €

Estimate with monthly compounding and contributions added at the end of each period. The interest rate is constant; real investment returns vary and can be negative. It doesn't account for inflation, taxes or fees. Not financial advice.

This compound interest calculator works out how your savings grow with compound interest and periodic contributions: final balance, amount contributed and interest earned, year by year.

What compound interest is

Compound interest is the mechanism by which your interest, in turn, generates more interest. Instead of being withdrawn, it’s reinvested and becomes part of the capital that keeps growing. Over the long run, this reinvestment makes a huge difference — it’s the force behind the so-called snowball effect.

The formula

Starting from an initial capital C, with periodic contributions A, a rate per period i and n periods, the final balance is:

Balance = C · (1 + i)n + A · [ (1 + i)n − 1 ] / i

This tool compounds monthly (monthly rate = annual interest ÷ 12) and adds the contribution at the end of each period.

For guidance only — this is an estimate with a constant interest rate. Real investment returns vary each year and can be negative, and it doesn’t account for inflation, taxes or fees. Not financial advice.

FAQ

What is compound interest?
It's the interest your money earns not just on your initial capital, but also on the interest already accumulated in previous periods. Because it's reinvested rather than withdrawn, growth accelerates over time — the so-called snowball effect.
How is compound interest calculated with contributions?
Each period, the balance grows by the interest rate and your contribution is added on top. This calculator compounds monthly: it applies the monthly rate (annual rate ÷ 12) to the balance and adds the contribution at the end of each period.
What annual interest rate should I use?
It depends on where you invest. As a historical reference, a diversified global equity portfolio has averaged around 6-8% a year over the long term, but real returns vary each year and can be negative. Use a conservative figure and try a few scenarios.