What is compound interest?
A plain-language walkthrough of compounding, simple vs. compound growth, and why reinvesting matters.
- Breakdown of the core formula.
- Simple examples you can mirror in the calculator.
This page gathers guides, how-tos, and explanations that help you get the most from the compound interest calculator. Use it as a starting point to explore saving, investing, and planning with compounding.
A plain-language walkthrough of compounding, simple vs. compound growth, and why reinvesting matters.
Estimate how long it takes to double money at different rates, plus caveats and examples.
A snapshot of typical vehicles—high-yield savings, CDs, and short-term bonds—and how compounding works in each.
How steady contributions, realistic returns, and inflation views shape long-term outcomes.
See how compound interest works against you on debt and how to model payoff plans.
Kid-friendly ways to show growth over time with simple examples and visuals.
Compound interest means your money can earn interest on both the original principal and any accumulated interest. This feedback loop is what makes long-term growth accelerate.
With simple interest, you only earn on principal. With compounding, each posting period adds to the base, so the next period calculates on a larger amount.
Core formula: A = P (1 + r/n)n·t, where P is principal, r is annual rate (decimal), n is compounding periods per year, t is years, and A is the final amount.
Example: $5,000 at 5% annual interest compounded monthly for 10 years. Plug P = 5000, r = 0.05, n = 12, t = 10. The calculator handles the math and shows final balance, interest earned, and timelines.
Example with contributions: $2,000 starting, $150 monthly, 6% annual, monthly compounding over 20 years. Enter those inputs to see how recurring deposits drive the curve upward.
Use the calculator to experiment with rates, years, and contributions—small changes over long periods can noticeably shift outcomes.
Disclaimer: Educational only. Not financial advice or a guarantee of results.
The Rule of 72 estimates how many years it takes for money to double: Years ≈ 72 ÷ annual rate. It is a shortcut—use the calculator for exact projections.
Enter your rate in the calculator and compare the “Years to double” output with the Rule of 72 estimate to see the difference.
Disclaimer: Educational only. Not financial advice or a guarantee of results.
Where to park cash depends on your timeframe, risk tolerance, and need for liquidity. Typical options include high-yield savings, CDs, and short-term bond funds.
Use the calculator to compare different assumed rates and compounding frequencies. For cash goals under 2–3 years, prioritize stability and access over chasing higher yields.
Disclaimer: Educational only. Not financial advice or a guarantee of results.
Retirement saving benefits most from time, consistency, and realistic return assumptions. Contributions early in your career have more years to grow.
Use the calculator to model your current path vs. small contribution increases. Revisit inputs annually to stay aligned with your goals.
Disclaimer: Educational only. Not financial advice or a guarantee of results.
Compound interest can work against you on revolving debt. Higher rates and longer payoff timelines can cause balances to grow even while making payments.
Disclaimer: Educational only. Not financial advice or a guarantee of results.
Kids learn best with visuals and short stories. Show how $10 can become more over time if it earns interest and isn’t spent immediately.
Disclaimer: Educational only. Not financial advice or a guarantee of results.
Banks continue to adjust APYs as central bank expectations shift. High-yield accounts remain competitive but fluctuate month to month.
Learn moreNew tools automate round-ups, recurring deposits, and rate shopping to keep idle cash working with minimal effort.
Learn moreAdvisers emphasize realistic return assumptions, diversification, and consistent contributions over market timing.
Learn moreOngoing inflation concerns keep focus on “real” returns and how rising costs affect retirement timelines.
Learn moreRising card and loan rates highlight how compounding can expand balances if payments lag.
Learn moreFresh headlines on compounding, savings rates, and long-term investing. Links open in new tabs.
External links are provided for convenience. No endorsement or advice is implied.