The Rule of 72: A Simple Trick to See Your Money Grow
A mental math shortcut that takes seconds to learn — and could change how you think about money forever.
So, What Even Is the Rule of 72?
Imagine you could figure out how long it takes to double your money without a calculator, a spreadsheet, or a finance degree. That's exactly what the Rule of 72 does.
Here's all you need to know: divide 72 by your annual interest rate, and you get the number of years it takes for your money to double.
That's it. Seriously.
Earning 8% per year? 72 ÷ 8 = 9 years to double your money. Earning 6%? That's 12 years. Simple enough to do in your head.
Let's Make It Real
Say you put €10,000 into an investment at age 30 that grows at 7.2% per year. Here's what happens over time:
| Age | Your Money |
|---|---|
| 30 | €10,000 |
| 40 | €20,000 |
| 50 | €40,000 |
| 60 | €80,000 |
| 70 | €160,000 |
You never added another cent. You just let time and compound interest do their thing. That original €10,000 turned into €160,000 — purely because you started early.
The Part That Should Scare You (In a Good Way)
What if you waited until 40 to invest instead of 30? You'd miss one full doubling cycle. Your €10,000 only grows to €80,000 by age 70 instead of €160,000.
That one decade of waiting costs you €80,000. Not because you did anything wrong — just because you started later. This is why people who understand compound interest always say the best time to start investing is now.
Why 72 Specifically?
You might be wondering — why not 70? Or 69? It comes down to how the math works out.
The precise number behind doubling is actually 69.3 (based on a logarithm, if you've covered those in class). But 72 is close enough and much easier to work with, because it divides neatly by 2, 3, 4, 6, 8, 9, and 12. That makes mental math way friendlier across a range of common interest rates.
It Works Both Ways — And That's the Warning
The Rule of 72 isn't only good news. It applies to anything growing at a percentage — including things working against you.
Inflation at 3% per year? Your money loses half its purchasing power in 24 years. That €50 grocery run today could cost €100 in your parents' retirement.
Credit card debt at 18% interest? The amount you owe doubles in just 4 years — even if you never spend another cent. That's how people get trapped.
How to Actually Use This
Next time you're comparing two options — a savings account at 4% versus an investment at 8% — the Rule of 72 gives you instant perspective. At 4%, your money doubles in 18 years. At 8%, it doubles in 9. Same money, same time — but a very different outcome depending on your choice.
It's not just a formula. It's a way of training yourself to think long-term about every financial decision, from where you park your savings to how you treat debt.
The math is simple. The habit of using it is what makes the difference.