I searched: compound growth calculator
You need a future-value estimate that includes starting capital, recurring contributions, return rate, and time.
Trading tools / Growth calculator
Estimate how a trading or investing account could grow when gains are reinvested and contributions keep showing up to practice. Compounding is the snowball effect, just with fewer mittens and more spreadsheets.
Start amount, contribution, time, and annualized return drive the estimate.
The example uses monthly deposits and monthly compounding, a common planning setup.
Trading returns are not smooth. The calculator shows scenarios, not guarantees.
See projected balance, contribution total, estimated growth, and inflation-adjusted value.
Compounding works best when gains stay in the account long enough to grow again.
Estimate how starting capital, recurring deposits, annualized return, and compounding frequency can change an account over time.
Deposit total: $70,000. Estimated growth: $43,669.
A quick approximation, not a promise. Trading returns do not show up every month wearing a little name tag.
This is an educational projection. It ignores taxes, fees, slippage, withdrawals, losing streaks, and changes in return. Use it to plan scenarios, then manage risk like the market has caller ID blocked.
Formula
Compound growth is the math of letting previous growth stay in the game.
Compound growth means the account grows on the original principal plus earlier gains. Add recurring contributions and the balance can grow from two forces: new deposits and reinvested growth.
A simple version is future value = principal x (1 + rate / compounding periods) ^ total periods. Contributions add another layer because every deposit gets its own amount of time to grow. In other words: early dollars get the better locker room.
Principal is the starting amount that begins working before any future contributions are added.
Recurring deposits create more capital for future periods to grow. Time is the offensive line here.
Each period applies an estimated return based on your annual rate and compounding frequency.
Intent-based answers
You need a future-value estimate that includes starting capital, recurring contributions, return rate, and time.
You need deposits added at a regular interval, then grown by the selected compounding rate.
Use the return field as an annualized planning estimate. Trading results can swing above and below that path.
The math can estimate account growth, but it does not replace risk limits, drawdown controls, or position sizing.
Examples
These examples use monthly contributions at the end of each month and monthly compounding.
Rounded estimates before taxes, fees, withdrawals, and market volatility.
| Setup | Annual return | Years | Total contributed | Projected balance | Estimated growth |
|---|---|---|---|---|---|
| $1,000 + $100/mo | 8% | 10 | $13,000 | $20,514 | $7,514 |
| $5,000 + $500/mo | 12% | 5 | $35,000 | $49,918 | $14,918 |
| $10,000 + $0/mo | 7% | 20 | $10,000 | $40,387 | $30,387 |
| $2,500 + $250/mo | 6% | 15 | $47,500 | $78,840 | $31,340 |
The lesson is not that a specific return will happen. The lesson is that time, contribution habits, and realistic return assumptions matter more than one heroic trade.

Trading angle
A calculator uses a steady rate. Trading gives you winning periods, losing periods, flat periods, and the occasional humble pie buffet.
Losses reduce the capital that can compound next. Protecting downside keeps the growth engine on the field.
As the account changes, risk per trade should be recalculated instead of guessed.
Taking money out slows compounding. That may still be the right business decision, but it belongs in the plan.
Key terms
The inputs look simple, but each one changes the projection in a different way. The calculator gives the estimate; the trader still owns the assumptions.
Common mistakes
Treating a smooth annual return as a guaranteed monthly paycheck. Markets do not direct deposit confidence.
Ignoring drawdowns. A 20% loss needs a 25% gain just to get back to even.
Compounding position size without updating risk rules. Bigger account, same discipline.
Forgetting taxes, fees, spread, slippage, and withdrawals. The calculator is not your accountant with a cape.
Comparing fantasy return rates instead of realistic scenarios. If the math looks like a rocket, check the fuel.
FAQ
Direct answers for traders, investors, search engines, and AI summaries.
A compound growth calculator estimates how money may grow when earnings are reinvested and future growth is calculated on both the original principal and accumulated earnings.
The calculator grows the balance each period using the selected annual return and compounding frequency, then adds recurring contributions at the beginning or end of each contribution period.
Yes, as a planning scenario. Enter an annualized return estimate, but remember that trading returns are uneven and can include losing streaks, slippage, fees, and drawdowns.
Compound interest usually refers to interest earned on interest. Compound growth is a broader planning term that can include investments, trading account projections, and reinvested gains.
More frequent compounding can slightly increase the effective annual return because growth is added to the balance more often. The difference is usually smaller than the impact of contribution size, time, and return rate.
Inflation-adjusted value discounts the future balance by your inflation estimate so you can compare the projection to today's purchasing power.
Build the playbook
Use growth scenarios for planning, then bring every trade back to position sizing, stop distance, and acceptable risk.