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Compound Interest

Compound Interest Calculator (Investment Calculator)

See how regular monthly savings and the compound interest effect grow your wealth year after year.

€
€/mo
yrs
%

Compound Growth Snowball Curve

Principal (Saved)Interest (Profit)
19k€39k€58k€78k€Start8 yrs15 yrs
Status in year 15:
Saved: €41,000Profit: +€36,637Total: €77,637
Total Balance after 15 years+89 %
€77,637
of which compound interest is+€36,637
Principal (Saved) (53 %)Interest (Profit) (47 %)
Total Principal Contributed:€41,000
Compound Interest Earned:+€36,637
Total End Balance:€77,637
Capital Growth Year by Yearall 15 years
1 yr€7,840
Saved: €7,400Profit: +€440
2 yr€10,885
Saved: €9,800Profit: +€1,085
3 yr€14,151
Saved: €12,200Profit: +€1,951
4 yr€17,652
Saved: €14,600Profit: +€3,052
5 yr€21,407
Saved: €17,000Profit: +€4,407
6 yr€25,433
Saved: €19,400Profit: +€6,033
7 yr€29,750
Saved: €21,800Profit: +€7,950
8 yr€34,379
Saved: €24,200Profit: +€10,179
9 yr€39,343
Saved: €26,600Profit: +€12,743
10 yr€44,665
Saved: €29,000Profit: +€15,665
11 yr€50,373
Saved: €31,400Profit: +€18,973
12 yr€56,493
Saved: €33,800Profit: +€22,693
13 yr€63,055
Saved: €36,200Profit: +€26,855
14 yr€70,092
Saved: €38,600Profit: +€31,492
15 yr€77,637
Saved: €41,000Profit: +€36,637
Investment Guide 2026

The Power of Compound Interest & Wealth Building

Why time in the market consistently beats timing the market. Learn how compounding mathematics works, why starting 10 years earlier is transformative, and how to project real returns after inflation.

1How does compound interest work?

Compound interest is the snowball effect where the returns on your investments generate their own returns. Instead of withdrawing dividends or profits, reinvesting them ensures your capital base compounds exponentially:

Future Value = P × (1 + r)^t

where P is your initial principal, r is the annual rate of return, and t is the investment duration in years.

2Time vs. Capital: The Irreplaceable 10-Year Head Start

Consider two investors who both achieve an average 7 % annual return in a broad global index fund:

Investor A (Starts at Age 25)

Invests €200 / month for just 10 years (ages 25–35), then stops adding money completely. Total personal savings deposited: €24,000.

Portfolio at Age 65: approx. €257,000

Investor B (Starts at Age 35)

Starts at age 35 and invests €200 / month for 30 consecutive years until retirement at 65. Total personal savings deposited: €72,000.

Portfolio at Age 65: approx. €243,000

Takeaway: Investor A contributed 3x less money out of pocket (€24,000 vs. €72,000), yet ended up with a larger nest egg purely because their compounding engine started 10 years earlier!

3Realistic Index Fund Returns & Inflation

Historically, diversified broad market equities (such as the MSCI World or S&P 500) have returned an average of 7 % to 10 % annually before inflation over multi-decade periods. Accounting for a historical central bank inflation target of around 2 %, real purchasing power grows at approximately 5 % to 7 % per year.

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Compound interest is the interest calculated on the initial principal and also on the accumulated interest from previous periods, leading to exponential growth over time.