Rule of 72 Australia: How Long It Takes to Double Your Money, With Extra Contributions

May 26, 2026 • 8 min read • Last updated: May 2026
Rule of 72 investing and compound growth illustration

The Rule of 72 is one of the simplest ways to estimate how long it takes to double your money.

You just divide 72 by your annual return rate.

That gives you a rough doubling time. It is not perfect, but it is useful enough that most people should know it.

How the Rule of 72 works

Here is the shortcut:

72 ÷ annual return = years to double

Examples:

It is mainly a mental shortcut for a single lump sum. That part matters, because once you start adding money regularly, the result can get much better than the basic rule suggests.

Example 1: A simple lump sum

Say you invest $10,000 and it grows at 8% a year.

Using the Rule of 72:

72 ÷ 8 = 9 years

So your $10,000 should become roughly:

That is the clean version. Easy. Useful. But also incomplete for real life.

What happens when you add extra money?

This is where things get more interesting.

Most people are not just parking a lump sum and walking away. They are adding money every pay cycle, every month, or whenever they can.

Once you do that, the Rule of 72 stops being the full story and starts being just the foundation.

Example 2: $10,000 invested, plus $200 a month

Let’s use a simple example:

If you did not add extra money, the Rule of 72 says you would take about 9 years to reach $20,000.

But if you add $200 a month, you do not need to wait anywhere near that long. You would likely cross $20,000 in around 3 years, not 9.

That is the real lesson. Extra money changes the picture dramatically.

Scenario Return Approx time to $20,000
$10,000 only 8% ~9 years
$10,000 + $200/month 8% ~3 years

Example 3: Starting from zero with regular investing

What if you do not have a lump sum yet?

Say you start with $0 but invest $500 a month at 7%.

In that case, the Rule of 72 is not the main tool you want. Your balance is being built by both:

Roughly:

You did not double a lump sum. You built a compounding machine.

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Example 4: The difference between $100 and $500 a month

People often underestimate what regular extra money does over time.

Assume 7% annual growth for 20 years:

Monthly contribution Total contributed Approx ending balance
$100 $24,000 ~$52,000
$250 $60,000 ~$130,000
$500 $120,000 ~$260,000

The point is not that everyone should magically find $500 a month. It is that even modest extra contributions have a bigger long-term effect than most people assume.

When the Rule of 72 is useful, and when it is not

Useful for:

Less useful for:

Once you are adding money regularly, use an actual calculator instead.

Use the Rule of 72 as motivation, not as the full plan

The Rule of 72 is a great shortcut because it makes compounding easier to visualise. But the real money is made when you combine:

That last part is the one most people miss. Doubling your money is nice. Building the base faster with extra contributions is what really changes the outcome.

If you want to test your own numbers, use our Compound Interest Calculator. It is much better for real-life scenarios than a rough mental shortcut.

Frequently asked questions

What is the Rule of 72?

It is a shortcut for estimating how long it takes to double your money. Divide 72 by the annual return rate.

Does the Rule of 72 work if I keep adding money?

Not by itself. It is mainly for lump sums. If you add money regularly, your balance can grow much faster than the Rule of 72 alone suggests.

What should I use instead for ongoing investing?

Use a proper compound interest calculator that includes regular contributions, timeframe, and return assumptions.

Try your own numbers
Use the Compound Interest Calculator to model starting balances, monthly contributions, and investment returns.