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Financial education

Investing basics

Understanding Compound Growth

Learn how money can grow on both your contributions and previously accumulated growth.

Approx. 7 min readUpdated August 2026Canada
Informed by Canadian financial-education resources

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Compound growth in 30 seconds

With simple growth, growth is calculated only from the original amount. With compound growth, previous growth remains part of the balance and can contribute to future growth.

Your money can begin earning growth on money it already earned.
You invest $10,000
It grows
The growth stays invested
The larger balance can grow again
Growth on previous growth

Hypothetical simplified example

Show it with numbers

Start with $10,000, assume a constant 10% annual growth rate, and add no further contributions. The high round-number rate is used only to make the concept easy to see.

Three-year hypothetical compound-growth example
YearStartGrowthEnd
Year 1$10,000$1,000$11,000
Year 2$11,000$1,100$12,100
Year 3$12,100$1,210$13,310

This is not a prediction, an expected market return, or a guaranteed return. It is a deliberately simplified illustration.

Side by side

Simple growth vs. compound growth

Simple growth

Year 1 → $11,000

Year 2 → $12,000

Year 3 → $13,000

The hypothetical growth amount remains based on the original $10,000.

Compound growth

Year 1 → $11,000

Year 2 → $12,100

Year 3 → $13,310

The changing balance allows previous hypothetical growth to contribute to later growth.

The building blocks

Three things that influence compound growth

Money

The amount you start with and any additional contributions.

Return

The rate of growth or loss experienced over time.

Time

How long the money remains invested.

MoneyReturnTimePotential compound growth

Returns may be positive or negative and are never guaranteed.

A longer horizon

Why time can matter

Compounding can become more noticeable over longer periods because previous growth has more opportunities to participate in future growth.

$10,000 from age 25 to 65

$73,584

40 years at a constant hypothetical 5%, compounded monthly

$10,000 from age 35 to 65

$44,677

30 years at the same hypothetical assumption

These values come from ProMoney’s tested calculator engine. They use a smooth constant assumption and are illustrations—not forecasts. Starting age and end age define the growth horizon; contribution years are a separate setting.

Building the balance

Regular contributions can add another layer

Many people do not invest only one lump sum. Each new contribution adds to the balance and may have its own amount of time to potentially grow.

Initial amount
Regular contributions
Potential growth
Potential growth on previous growth
Future balance

Contribution period vs. growth horizon

What if you stop contributing?

Stopping new contributions does not automatically stop compounding. If the existing balance remains invested and earns returns, its value can continue changing after contributions stop.

Age 25
Contributions and potential growth begin
Age 30
New contributions stop; potential growth continues
Age 65
End of the selected growth horizon

Calculation convention

How often does compounding happen?

Products and illustrations may compound annually, quarterly, monthly, or daily. The interval affects how often growth is applied.

Annually
Quarterly
Monthly
Daily
How the ProMoney calculator works: it applies the entered annual hypothetical growth rate across the selected contribution frequency—annually, monthly, bi-weekly, or weekly. That frequency controls both how often a recurring contribution is added and how often the assumed growth is applied. Real investments do not produce smooth returns on that schedule.

Keep projections in perspective

Real investments don’t grow in a straight line

Year 1

+12%

Year 2

−8%

Year 3

+19%

Year 4

+3%

Year 5

−11%

Year 6

+15%

A calculator can use a constant assumed growth rate to make scenarios easier to compare. Actual investment returns may rise, fall, vary significantly, and produce losses.

A projection is an illustration, not a prediction.

Costs

Fees can affect compounding too

Fees and investment costs reduce the amount remaining invested. That can leave less money available to participate in future potential growth.

Higher costs

Less money remains invested

Less available for future potential growth

Understanding Investment Fees — Coming Soon

Purchasing power

What about inflation?

A future dollar amount does not necessarily have the same purchasing power as that amount today. As prices change, the goods and services a dollar can buy can change too.

Long-term projections should be interpreted with purchasing power in mind. The ProMoney calculator displays nominal hypothetical values and does not adjust them for inflation.

Learn how inflation affects your money

Try a scenario

See compound growth for yourself

Now that you understand the idea, try changing the starting age, contribution period, contribution amount, frequency, and hypothetical growth rate to see how they affect a long-term illustration. You can compare up to three scenarios.

Open Compound Growth Calculator

Quick knowledge check

3 questions to lock it in

Your answers stay in this browser session and are not saved or submitted.

1.What makes compound growth different from simple growth?
2.If someone stops making new contributions, does compounding necessarily stop?
3.If a calculator uses a constant 7% hypothetical growth assumption, does that mean a real investment will earn exactly 7% every year?

Key takeaways

What you should remember

  • Compound growth means previous growth can contribute to future growth.
  • Time gives compounding more opportunities to work.
  • Regular contributions increase the amount available to potentially grow.
  • Stopping contributions does not necessarily mean growth stops.
  • Real investment returns fluctuate and are not guaranteed.
  • Fees and inflation can affect long-term outcomes.

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Risk & Return

Sources & last reviewed

Official and regulatory references

Last reviewed
August 2026
Calculator behavior
Current tested ProMoney domain implementation