Compound Interest Calculator

Savings plan and wealth growth with compound interest, year-by-year breakdown, charts and PDF.

Your Details

Starting amount

Amount to add per period

%

Annual return rate (%)

Number of years to grow

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Calculate your optimal withdrawal strategy with country-specific tax calculations and Monte Carlo simulation.

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Enter details to see projection

This compound interest calculator is for long-term savers who want more than a quick future-value number. It separates starting capital, recurring contributions, annual return, contribution frequency, compounding frequency and the year-by-year growth path, which makes it useful for ETF savings plans, FIRE targets and retirement portfolios.

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Example calculations

ETF savings plan: 10,000 EUR start and 500 EUR monthly

10,000 EUR initial investment, 500 EUR monthly contribution, 7% annual return, monthly compounding and a 25-year horizon.

The projection shows about 462,290 EUR final value. Total contributions are 160,000 EUR, while roughly 302,290 EUR comes from compound growth.

The important insight is the interest share: in this scenario, most of the final portfolio is created by time and reinvested returns rather than new deposits.

Starting early versus starting later

300 EUR monthly, 6% annual return and monthly compounding. Compare 30 years with 20 years.

Over 30 years, the plan reaches about 301,355 EUR from 108,000 EUR of deposits. Over 20 years, the same monthly contribution reaches about 138,612 EUR.

The gap is not only ten extra years of saving. It is ten extra years in which the earlier returns can earn returns of their own.

Lump sum investment without further contributions

50,000 CHF/EUR/USD starting capital, no recurring contributions, 5% annual return, annual compounding and 20 years.

The future value is about 132,665 in the selected currency. Around 82,665 comes from investment growth rather than fresh contributions.

This example is useful when comparing a one-off bonus, inheritance or portfolio transfer with a regular savings plan.

Weekly contributions for an expat savings plan

5,000 starting capital, 100 per week, 5.5% annual return, daily compounding and 15 years.

The projection reaches about 132,536. Deposits total 83,000 and compound growth contributes roughly 49,536.

Because contribution frequency and compounding frequency are separate inputs, the calculator can model non-monthly saving habits without forcing everything into a monthly average.

Frequently asked questions

How does compound interest work?

Compound interest means that returns are added to the balance and can generate their own returns later. Over short periods the effect can look small, but over decades the reinvested gains often become the largest part of the final portfolio.

What formula does this compound interest calculator use?

The calculator combines future value for the starting amount with the future value of recurring contributions. It adjusts the calculation for the selected compounding frequency and contribution frequency, so weekly deposits with monthly or daily compounding can be modelled separately.

Can I use it as an ETF savings plan calculator?

Yes. Enter the starting portfolio, monthly ETF savings rate, assumed annual return and investment horizon. The result shows final value, your own deposits, the estimated growth portion and a year-by-year schedule.

Does monthly or weekly saving make a big difference?

The annual savings amount, return and time horizon usually matter more than the exact rhythm. Still, contribution timing can create small differences, and weekly saving may fit some income patterns better than one monthly transfer.

Which return should I assume?

The calculator does not recommend a return. A practical approach is to test several scenarios, such as conservative, base and optimistic assumptions, and then check whether the plan still works if returns are lower than hoped.

Are taxes, fees and inflation included?

No. This calculator shows nominal investment growth before taxes, product costs, trading fees and inflation. For retirement spending, use the withdrawal simulator afterwards because taxes and inflation matter more once money is being taken out.

Why does time matter so much for compound interest?

Time gives early returns more years to compound. That is why the last years of a long plan often add more wealth than the first years, even when the contribution stays the same.

How do I connect this with retirement planning?

First estimate the pension or income gap you want to cover. Then use the compound interest calculator to test whether the savings rate can build enough capital. Finally, use the withdrawal simulator to turn the projected portfolio into monthly retirement income.

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