DATA & FINANCE

Compounding &
Discounting

Explore how money grows through time and how future cash flows can be translated into today's value.

Compound Growth

5.0%
20 years
Future Value
€265,329

Present Value

5.0%
10 years
Present Value
€61,391

Monthly Investment

7.0%
30 years
Total invested
€190,000
Investment growth
€227,000
Final value
€417,000

Inflation & Real Returns

7.0%
2.5%
30 years
Nominal value
€761,226
Real value
€363,000
Real annual return
4.39%

The Rule of 72

A simple shortcut for estimating how long it takes an investment to double in value. Divide 72 by the annual rate of return.

7.0%
Approximate doubling time
10.3 years
Rule of 72 estimate

Growth Over Time

THE IDEA

Why compounding matters

Compounding means that returns themselves begin generating returns. Instead of earning interest only on the original investment, each period's growth is added to the balance and can subsequently grow too.

Discounting works in the opposite direction. It takes a payment that will be received in the future and calculates what that payment is worth today, given a required rate of return.

The longer the time period, the more powerful the effect becomes. This is why relatively small differences in investment returns can produce very large differences in wealth over several decades.

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