About the Forex Compounding
Compounding a percentage return over many periods produces exponential, not linear, growth - this calculator shows exactly what that looks like mathematically for a trading account, without claiming to predict what any real account will actually do.
How It Works
Starting from your balance, the calculator multiplies by (1 + your return percentage) once for every period you specify, whether that's daily, weekly, or monthly, and shows the resulting balance after each period.
Examples
Modest weekly compounding
A $1,000 account compounding at 2% per week for 26 weeks (half a year) grows to about $1,673 - a 67% increase from compounding alone.
Why the period type matters
The same 2% return compounded daily instead of weekly over the same calendar time produces a dramatically larger number, since there are far more compounding periods - illustrating why the assumed consistency matters so much to the result.
Advantages
- Works with daily, weekly, or monthly compounding periods
- Shows the full period-by-period balance progression, not just the end result
- Clearly flagged as a math tool, not a return prediction
Common Mistakes
- Treating the projected balance as a realistic forecast rather than a best-case mathematical illustration
- Not accounting for losing periods, which every real trading strategy has
- Assuming a return rate that sounds small (like 2% weekly) is automatically safe or realistic to sustain
Edge Cases to Watch For
- This assumes the exact same percentage return every single period with no losing periods - real trading involves both winners and losers, and even a strategy with a positive average return rarely compounds this smoothly.
- A negative period (a loss) would reduce the balance the same way a gain increases it - this calculator only models a positive, constant return, so it shows a best-case mathematical scenario, not a realistic one.
- Position sizing, drawdowns, and risk of ruin are real considerations for actual trading that this pure compounding math doesn't capture at all.
Common Use Cases
- Understanding how compounding mathematically amplifies a consistent return over time
- Comparing how different compounding frequencies affect long-run growth
- Illustrating why consistency matters more than occasional large gains in compounding math