Calculators · Saving and growth
Compound interest calculator
What could regular saving add up to? Change the time, contribution and growth assumptions to see how they work together.

Illustrative future value
View the annual figures
| Year | Contributions | Balance | Net growth / loss |
|---|
Read the result properly
Your deposits do one job. Growth does another.
The amount you put in is the part you control. The return is an assumption. Separating the two makes the result more useful: you can see how much depends on your saving habit and how much depends on growth that may not happen.
Start
Your opening amount goes into the scenario once.
Grow
A constant monthly growth factor is applied.
Add
Your monthly contribution is added at month-end.
Repeat
The same calculation repeats for the selected period.
How the calculation works
We treat the return you enter as an effective annual rate. The annual growth factor after the modelled fee is (1 + return) × (1 − fee). Its twelfth root gives the monthly factor. Each month, the previous balance is multiplied by that factor, then the monthly contribution is added.
“In today’s money” divides the final balance by (1 + inflation) raised to the number of years. It is a purchasing-power scenario using your constant inflation assumption.
One small change worth testing
Keep the return unchanged and increase the monthly contribution. Then put the contribution back and increase the fee. The chart shows why both habits and costs deserve attention – without requiring you to guess next year’s market return.
Questions about this calculator
Is this a German ETF tax calculator?
No. This is a general mathematical savings scenario in euros, before tax. German fund taxation needs a separate calculation. Use our Vorabpauschale calculator for its supported cases.
Can the result fall below my contributions?
Yes. A negative return assumption or fees greater than the growth assumption can produce a modelled loss. A smooth curve does not represent how markets move in real life.
Is the starting example a recommended return?
No. All starting values are editable examples. The calculator does not decide which assumption is suitable for you.
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