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See how your investments multiply with compound interest over time.

Compound Interest Calculator












Explanation

What Is Compound Interest?

Compound interest is the process of earning interest on both your original money and the interest that has already accumulated. Instead of your growth being calculated only on the amount you initially invested, your accumulated earnings can also begin generating additional earnings.

This creates a compounding effect that can become increasingly powerful as time passes. The longer money remains invested and continues to compound, the more opportunity there is for previous growth to contribute to future growth.

A compound interest calculation generally depends on several factors: the initial amount invested, the interest or expected rate of return, the frequency of compounding, the length of time the money is invested, and any additional contributions made along the way.

For example, investing $5,000 at an annual return of 8% would not simply mean earning $400 every year. As the account grows, future returns are calculated on the larger balance. If additional money is contributed regularly, those contributions can also participate in future growth.

Compound interest is particularly important when thinking about long-term saving and investing because time can have a major effect on the final result. Even relatively small, consistent contributions can potentially grow substantially when given many years to compound.

Our Compound Interest Calculator allows you to experiment with different starting amounts, contributions, rates, time periods, and compounding frequencies so you can see how these factors can affect potential growth.

Note: Investment returns are not guaranteed. This calculator provides mathematical estimates based on the assumptions you enter and does not predict actual investment performance.

Example

How Compound Interest Can Grow Over Time

Imagine you start with $5,000 and contribute $200 per month. If the money were to earn an average annual return of 8% and remain invested for 30 years, the combination of your contributions and compound growth could result in a significantly larger balance than the amount you personally contributed.

Over those 30 years, you would contribute:

$5,000 initial investment + $200 × 12 × 30 = $77,000

The remaining portion of the final balance would come from investment growth.

This illustrates one of the most important ideas behind compound interest: your contributions are only part of the equation. Given enough time, growth can become a substantial portion of the total.

You can use the calculator above to change the starting investment, monthly contribution, expected return, and investment period to see how different assumptions affect the outcome.

For example, try comparing:

  • 10 years vs. 30 years
  • $100/month vs. $500/month
  • 5% vs. 8% annual return
  • Monthly vs. yearly compounding

These comparisons can help demonstrate how time, consistency, contributions, and the rate of return can each influence potential long-term growth.

The numbers produced by the calculator are estimates for educational purposes and should not be interpreted as a guarantee of future investment returns.

 

FAQs

What is compound interest?

Compound interest is earning interest on both your initial amount and the interest it accumulates.

How does compound interest work?

It grows your investment by reinvesting earned interest, so returns build on returns.

How often should interest compound?

More frequent compounding, like monthly or daily, generally increases your total returns.

Is compound interest better than simple interest?

Yes, because compound interest earns on past interest, growing your money faster.

How much will $10,000 grow in 20 years?

It depends on rate and compounding, but it can grow several times the original amount.

Why is starting early important?

Starting early lets compound interest work longer, greatly increasing your final savings.