Compound Interest Calculator

See how your money grows over time with the power of compound interest

Investment Details

Interest Rate

Future Value
$0
in 10 years at 7% annual return

Summary

Total Contributions
$0
Total Interest Earned
$0
Future Value
$0
Interest Exceeds Contributions
N/A

Growth Over Time

Year-by-Year Breakdown

Year Starting Balance Contributions Cumulative Contributions Interest Ending Balance

How Compound Interest Works — and Why Time Matters Most

Compound interest means you earn interest on your interest — not just on the money you originally invested. Over three years, the effect is barely noticeable. Over thirty years, it's transformative. A single $10,000 investment at 7% annual return grows to about $81,000 in 30 years without adding another dollar. That's the power of compounding: the growth curve is exponential, not linear, and time is the variable that matters most.

But for most people, monthly contributions matter even more than the initial lump sum. Contributing $500 per month for 30 years at 7% produces roughly $610,000 — of which $180,000 is your contributions and $430,000 is pure interest. The earlier you start contributing, the more time each dollar has to compound. A dollar invested at 25 is worth significantly more at retirement than the same dollar invested at 35.

Compound Frequency: Does It Actually Matter?

Banks and brokers advertise different compounding frequencies — daily, monthly, quarterly, annually. On a $10,000 investment at 7% over 30 years, the difference between annual and monthly compounding is about $5,000 ($76,000 vs. $81,000). The reason: more frequent compounding means interest gets added to the principal sooner, so it starts earning its own interest earlier. The jump from annual to monthly is meaningful, but going from monthly to daily adds only about $500 — diminishing returns as the interval gets shorter.

The Crossover Point: When Your Money Works Harder Than You

Enable "Show crossover" on the chart to see the year when your cumulative interest earned surpasses your cumulative contributions. Before this point, most of your balance is money you put in. After it, most of your balance is money your money made for you. This is the moment compounding truly takes over — and reaching it sooner is the strongest argument for starting early. With the default settings, the crossover happens around year 17. Try adjusting the time horizon to see how it shifts — at 20 years it may not happen at all, but at 30 years it arrives with room to spare.

How to Use the Variance Bands

No investment earns exactly the same return every year. The variance setting (e.g., 7% ± 2%) shows you the range of outcomes — what your portfolio might look like if returns average 5% (pessimistic) versus 9% (optimistic). Over short periods the bands are narrow, but over 20-30 years they diverge dramatically. This is the real planning value: not the single number, but the range. If even the low estimate meets your goal, you're in a strong position.

Here's what the year-by-year breakdown shows:

  • Starting balance at the beginning of each year
  • Total contributions added during the year
  • Interest earned during the year (the compounding effect)
  • Ending balance — your new starting point for next year
  • Low, base, and high estimates when variance is enabled

To see how your contributions should be split across 401(k), HSA, and IRA for tax efficiency, try the Investment Optimizer. To map how money flows from your paycheck to your investment accounts each month, use the Money Flow Analyzer.

Assumptions & Limitations

Fixed return rate — A constant annual return is assumed. Actual market returns vary year to year.
Monthly contributions — Contributions are added at the end of each month. Actual timing may vary.
No fees or taxes — Investment fees, expense ratios, and taxes on gains are not modeled.
No inflation adjustment — All values are nominal. Real purchasing power will be lower.
Variance is symmetric — The variance band assumes equal probability above and below the base rate.