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Compound Interest Knowledge Quiz

Finance Quiz

Test your knowledge of compound interest with 12 questions on the Rule of 72, CAGR, and compounding frequency. Get your score in about 3 minutes.

3 min · 12 questions

Question 1 of 12

What is the difference between simple interest and compound interest?

Compound interest is often called the most powerful force in investing, but the mechanics behind it — compounding frequency, the Rule of 72, and how CAGR differs from a simple average — are easy to misunderstand. This 12-question quiz checks your grasp of these concepts. It takes about 3 minutes, with an explanation after every answer.

Once you've tested your knowledge, project exact growth over time with the Compound Interest Calculator, or calculate the true annualized return of any investment with the CAGR Calculator.

Frequently Asked Questions

Each of the 12 questions has exactly one correct answer, and your final score is the number you got right out of 12. There's no partial credit, so read each option carefully.
No. The quiz runs entirely in your browser and nothing is sent to a server or stored. Refreshing the page resets your progress.
The Rule of 72 gives a fast mental estimate — divide 72 by your annual interest rate to get the approximate number of years to double. For a precise figure with your exact rate and compounding frequency, the [Compound Interest Calculator](/compound-interest-calculator/) gives an exact answer.
Simple division treats growth as linear, but compounding is exponential — a 100% gain over 6 years actually corresponds to about 12.2% CAGR, not 16.67%, because each year's growth builds on a larger base than the year before. The [CAGR Calculator](/cagr-calculator/) handles this calculation correctly.
For most typical interest rates, the difference between monthly and annual compounding is real but usually modest — a few tenths of a percent in effective annual return. It matters more at higher rates or over very long time horizons.
The [CAGR Calculator](/cagr-calculator/) takes a starting value, ending value, and number of years and returns a single annualized rate, which is exactly the comparison tool needed when the two investments weren't held for the same duration.
Yes — because fees are deducted from the amount that's compounding, even a seemingly small annual fee (like 1% versus 0.25%) can compound into a substantial difference in final value over 20-30 years.
Yes, any time — the questions stay the same, so it's a useful way to confirm concepts like CAGR and the Rule of 72 have actually stuck.