Free tool · Profit Prism

Trading Compound Calculator

A trading compound calculator: see how an account grows when you reinvest profits — per day, week or month — or work backwards to the return a target needs. With a reality check on what those percentages really mean.

12 months = 1 year.
Fill in capital, return and periods.

The compounding formula

Final balance = Capital × (1 + r)n
Return needed per period = (Target ÷ Capital)1/n − 1
r = return per period, n = number of periods
Example. ₹1,00,000 growing 5% a month for 12 months becomes ₹1,00,000 × 1.0512 ≈ ₹1,79,586 — a 79.6% gain, not 60%, because each month’s profit earns profit too.

Reality check: what daily percentages mean

Compound calculators make small daily numbers look easy. Over a year of about 250 trading days:

Every trading dayAfter 250 days₹1,00,000 becomes
+0.25%+87%≈ ₹1,86,700
+0.5%+248%≈ ₹3,47,900
+1%+1,103%≈ ₹12,03,200
+2%+14,027%≈ ₹1,41,26,800

Very few traders sustain anything like 1% a day. Real returns come in uneven steps with losing days and losing months, and losses hurt compounding more than equal gains help: alternating +2% and −1.5% days averages +0.25% a day but turns ₹1,00,000 into about ₹1,79,700 in 250 days, not ₹1,86,700.

Compounding in R: what really drives growth

Your growth per trade is roughly risk per trade × expectancy in R. Risking 1% of the account on a strategy that makes +0.3R a trade adds about 0.3% per trade on average. Twenty trades a month is about 6% a month before the bad streaks. To grow faster you can raise expectancy (better setups, fewer leaks) or risk — and risk is the lever that also deepens your drawdowns.

Frequently asked questions

How do you calculate compounding in trading?

Multiply your capital by (1 + return per period) once for every period: capital × (1 + r)^n. For 5% a month over 12 months, 1.05^12 ≈ 1.796, so capital grows by about 79.6%.

How much is 1% a day compounded for a year?

About 12 times your capital over 250 trading days (1.01^250 ≈ 12.0) — a gain of roughly 1,100%. Sustaining it is extremely rare; use the numbers as a reality check, not a plan.

What return do I need to reach my target?

Return per period = (target ÷ capital)^(1/n) − 1. Turning ₹1,00,000 into ₹10,00,000 in 36 months needs about 6.6% every month; in 250 trading days it needs about 0.93% every day.

Should I withdraw profits or compound them?

Compounding grows faster when it works, but larger positions also mean larger losses. Many traders compound in steps — raising size only after a new equity high — and withdraw a share of profits regularly.

How many trading days are in a year?

Roughly 250 for stock markets (around 248–252 depending on the exchange and holidays). Crypto trades every day, so use 365 for crypto.

Track your real growth, not a projection

Profit Prism Journal shows your actual equity curve, win rate, expectancy in R and drawdown — the numbers compounding really depends on. Try it free for 7 days, no card.

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For education only. Not investment advice. Projections are arithmetic, not a forecast; trading involves substantial risk of loss.