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How to Use the Rule of 72 to Double Your Investments

Chris Carreck, September 12, 2013February 22, 2025

The Rule of 72 A Simple Formula for Long-Term Investors. Every investor dreams of doubling their money, but how long does it actually take? Whether you’re investing in stocks, index funds, or dividend-paying companies, understanding how quickly your investment grows is essential for financial planning.

The Rule of 72 is a simple formula that helps investors estimate how long it will take to double their investment based on an annual rate of return. This powerful tool is especially useful for buy-and-hold investors who focus on long-term compound growth rather than short-term trading.

For example, if you invest in the S&P 500, which has historically returned around 10% per year, using the Rule of 72:

 

72÷10=7.272 \div 10 = 7.2

72÷10=7.2

This means your money will double in about 7.2 years, assuming steady returns.

In this guide, we’ll break down how the Rule of 72 works, its real-world applications, and its limitations. Plus, I’ll share my personal investing experience with the Rule of 72—how it shaped my portfolio strategy and what I learned along the way.

What Is the Rule of 72?

The Rule of 72 is a shortcut formula that estimates the number of years it takes for an investment to double, given a fixed annual return rate. The formula is:

 

Years to Double=72Annual Return Rate (%)\text{Years to Double} = \frac{72}{\text{Annual Return Rate (\%)}}

Years to Double=Annual Return Rate (%)72​

This formula is derived from compound interest calculations, and while it’s not exact, it provides a quick and easy estimate without needing complex financial tools.

For example:

  • A 6% return would take 12 years to double:
    72÷6=1272 \div 6 = 12
     

    72÷6=12

  • A 10% return would take 7.2 years:
    72÷10=7.272 \div 10 = 7.2
     

    72÷10=7.2

  • A 3% return (such as a high-yield savings account) would take 24 years:
    72÷3=2472 \div 3 = 24
     

    72÷3=24

The higher the return, the faster your money doubles—which is why long-term stock market investments tend to outperform low-yield savings accounts and bonds.

Why the Rule of 72 Works

The Rule of 72 is based on the concept of exponential growth through compound interest. Unlike simple interest, which only grows on the initial investment, compound interest reinvests earnings, allowing wealth to accelerate over time.

For example, if you invest $10,000 at a 10% annual return, you’ll see the following growth:

Year Value
1 $11,000
5 $16,105
10 $25,937
15 $41,772
20 $67,275

Instead of growing linearly, the investment grows exponentially due to reinvested earnings.

📌 Want to learn more about compounding? Read:
👉 Why Compound Interest is the Key to Wealth

My Personal Experience with the Rule of 72

When I first started investing, I was eager to find high-return opportunities and see my money double as fast as possible. The Rule of 72 was one of the first concepts I learned, and it became a benchmark for evaluating different investment strategies.

Portfolio #1: The Learning Phase (14.4% Return)

In my early investing days, I built a portfolio focused on solid companies that paid dividends. Based on the Rule of 72, I estimated my money would double in:

 

72÷14.4=5 years72 \div 14.4 = 5 \text{ years}

72÷14.4=5 years

At the time, this seemed like a reasonable and attainable goal. However, I quickly learned that:

  • Not all dividend stocks are equal—some had high yields but weak fundamentals.
  • Market fluctuations can cause returns to vary year by year.
  • Even though my estimated time frame was 5 years, some stocks underperformed, while others exceeded expectations.

Overall, the portfolio performed well, but I realized that choosing the right businesses mattered more than simply aiming for high returns.

Portfolio #2: Applying a More Disciplined Strategy (32.8% Return)

As I refined my investing strategy, I focused on:
✔️ Companies with sustainable competitive advantages (economic moats)
✔️ Businesses with consistent earnings growth
✔️ A balance between dividends and reinvested earnings

This improved strategy led to stronger returns, and according to the Rule of 72:

 

72÷32.8=2.2 years72 \div 32.8 = 2.2 \text{ years}

72÷32.8=2.2 years

While this was exciting, I knew it wasn’t sustainable—a few exceptional years shouldn’t be mistaken for a guaranteed long-term return rate. This is why it’s important to:
📌 Avoid chasing high returns—a solid, consistent 8-12% over decades is better than a few high-flying years followed by crashes.
📌 Understand valuation metrics—high P/E stocks can still be great investments if they have growth potential. (Read: Understanding P/E Ratios for more insights.)
📌 Focus on the long game—the best investments are held for decades, not just years.

Final Thoughts: How to Use the Rule of 72 Wisely

The Rule of 72 is an essential tool for long-term investors, helping estimate how fast your money can double. However, successful investing requires more than just a simple formula—it’s crucial to:

✔️ Invest in quality businesses with strong fundamentals
✔️ Consider valuation metrics like P/E, PEG, and P/B ratios
✔️ Think long-term and avoid emotional trading
✔️ Reinvest dividends and let compound interest do the work

Want to create a disciplined investing strategy?
📌 Read: Why You Should Create a Personal Investment Checklist

Happy Investing!

Footnotes & References

Stock Symbols Mentioned

  • S&P 500 Index (SPX) – Used as a benchmark for long-term returns (~10% historical average).
  • Apple Inc. (AAPL) – Example of a company with a strong economic moat.
  • Amazon (AMZN) – Mentioned in the context of P/E ratios and growth investing.
  • Coca-Cola (KO) – Example of a business with a sustainable competitive advantage.

Data Sources

  • S&P 500 Historical Returns – The average annual return of ~10% is based on historical data from sources like Yahoo Finance and S&P Global.
  • Inflation Rate Assumptions – The long-term U.S. inflation rate (~3%) is based on Bureau of Labor Statistics (BLS) historical data.
  • Compound Interest Growth Calculations – Standard formulas used in financial mathematics and investment analysis.

📌 Want to explore valuation strategies further? Check out:
👉 P/E Ratio, PEG Ratio, and Price-to-Book: Which Valuation Metric Should You Trust?

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