How much do retail F&O traders lose in India, and what separates the minority who do not

The short answer

In its FY25 study, SEBI found individual traders lost a net ₹1,05,603 crore in equity futures and options after transaction costs, a rise of about 41 percent from ₹74,812 crore in FY24, with over 91 percent of individual traders net loss-making and an average net loss of roughly ₹1.1 lakh per person across about 96 lakh traders. The aggregate is negative because costs, taxes and turnover drag on high-frequency positions overwhelm the median participant, while gains stay concentrated in a small minority. The single lever that most governs whether a trader survives is not prediction but position-sizing discipline.

The headline is easy to quote and easy to misread. It is not that F&O is uniquely rigged; it is that the retail aggregate is arithmetically negative-sum once frictions are counted, and that a handful of participants absorb what the majority give up. This guide sets out exactly what the SEBI studies measured, why the pool drains the way it does, and the sizing mathematics that decides who is still trading after a bad run. Where a number is illustrative rather than measured, it is labelled as such, and no claim is made about anyone's results.

What the SEBI studies actually measured

Two studies anchor the picture, and conflating them is the most common error in coverage. The earlier one, published by SEBI in September 2024, aggregated three financial years, FY22 to FY24, and reported that 93 percent of individual traders incurred net losses in the equity derivatives segment, with aggregate net losses exceeding ₹1.8 lakh crore across those three years. The newer, single-year update covers FY25: individual-trader net losses of ₹1,05,603 crore, up about 41 percent from ₹74,812 crore the year before, with over 91 percent net loss-making.

Three properties of the methodology matter for reading the number correctly. First, the figures are net, computed after transaction costs, not gross trading profit and loss, so they already fold in the frictions discussed below. Second, the FY25 study drew on the client base of the top thirteen brokers, about 96 lakh unique individual traders, which is why it is treated as representative of the retail population rather than a narrow slice. Third, the studies count individuals, so a person who traded a little and lost a little counts the same as a heavy participant when the loss-making share is quoted; the rupee aggregate, by contrast, is dominated by the largest accounts.

Where the retail F&O pool drains, FY25 Individual traders bring gross capital and flow. Transaction costs and taxes are drawn off as friction. A small minority of winning individual traders and the proprietary and institutional counterparties take the concentrated gains, leaving over 91 percent of individual traders with a combined net loss of 1,05,603 crore rupees. Why the retail pool ends net negative FY25, individual traders in equity derivatives Individual traders about 96 lakh accounts gross capital and flow Frictions removed STT, GST, exchange, stamp, brokerage, spread Winning minority of individuals concentrated gains, small share of accounts Proprietary and institutional desks lower costs, better tooling The majority, over 91 percent of individual traders combined net loss ₹1,05,603 crore up about 41 percent from ₹74,812 crore in FY24 What the pool started with, minus frictions, minus the gains taken above, is the deficit the majority carries.
The pool is drained before views are ever right or wrong. Frictions come out first, and the gains that remain within the pool are concentrated in a minority of individual accounts and in the proprietary and institutional flow on the other side. What is left for the majority is the aggregate deficit SEBI measures. The share of losers and the size of the deficit are different facts: one counts heads, the other counts rupees.
SEBI individual-trader net losses in equity derivatives, by study window
WindowNet loss (individuals)Share net loss-makingScale of study
FY24 (FY2023-24)₹74,812 croreLarge majorityBroker client base
FY25 (FY2024-25)₹1,05,603 croreOver 91 percentTop 13 brokers, about 96 lakh traders
FY22 to FY24, aggregateOver ₹1.8 lakh crore93 percentThree-year study, Sept 2024
FY25 change year on yearUp about 41 percentBroadly unchangedAverage net loss about ₹1.1 lakh per person

Read the table as two distinct measurements rather than one. The rupee column has risen sharply, up about 41 percent into FY25, while the share of loss-making traders has stayed broadly flat above nine in ten. That combination means the average loss per losing participant deepened even as the proportion losing barely moved, which is what you would expect when turnover rises and the friction bill grows with it.

Why the aggregate is structurally negative-sum for retail

Before any judgement about direction is right or wrong, a high-frequency F&O trade must clear a stack of costs. On the Indian equity-derivatives segment that stack includes securities transaction tax, exchange and clearing charges, goods and services tax on the brokerage and exchange fees, stamp duty on the buy side, a small regulator turnover fee, and brokerage itself, plus the bid-ask spread that is paid silently on entry and exit. None of these depends on being right. All of them scale with how much you trade.

That is the mechanism behind the word net in SEBI's figures. A participant who churns a small account many times a day can pay a friction bill that is a large fraction of the capital at risk over a year, so the break-even bar sits well above zero before a single view is expressed. Layer on that the gains inside the pool are concentrated in a minority, and that the counterparties absorbing much of the flow are proprietary and institutional desks with lower costs and better tooling, and the arithmetic for the median retail participant is adverse by construction. The instrument is not the problem; the cost-weighted turnover is.

The cost and turnover drag on a high-frequency F&O trade A gross edge on a trade is reduced by a stack of costs paid regardless of direction: securities transaction tax, exchange and clearing fees, GST, stamp duty, the regulator turnover fee, brokerage, and the bid-ask spread. What remains is a thin net result, and higher trade frequency multiplies the deduction against capital. Every round trip pays the stack first Illustrative, direction-independent frictions on one F&O round trip Gross edge if the view is right STT Exchange GST Stamp Regulator Brokerage Spread Net What you keep is the small green sliver on the right, and it shrinks as the number of round trips per day rises.
Frequency is the multiplier. Each deduction is small on its own, but the whole stack is paid on every round trip, so a strategy built on many trades a day pays the stack many times over. The proportions here are illustrative, drawn to show the shape of the problem rather than to state any exact rate. The lesson is structural: turnover is a cost, and unpriced turnover is where a lot of the net loss quietly comes from.
Illustrative round-trip cost stack on a sample F&O notional (figures are illustrative, not quoted rates)
Cost componentFalls onIllustrative amount
Securities transaction taxSell side of the round trip₹80
Exchange and clearing feeBoth sides₹35
GSTOn brokerage and exchange fees₹20
Stamp dutyBuy side₹6
Regulator turnover feeBoth sides₹2
BrokerageBoth sides₹40
Bid-ask spread paidEntry and exit₹60
Total friction, one round tripRegardless of directionabout ₹243

The rupee amounts above are illustrative placeholders to show the shape, not published rates, and the real numbers vary with notional, instrument and provider. The load-bearing point survives whatever the exact figures are: a fixed toll is paid on every round trip, so ten round trips a day is that toll ten times over, and the edge required merely to break even climbs with frequency. This is why cost accounting, not signal hunting, is the first discipline a serious participant installs.

Position sizing is the survival lever, not prediction

Given adverse base rates, the question that decides survival is not how often you are right but how much you risk when you are wrong. The relevant idea is risk of ruin: the probability that a sequence of losing trades draws the account down past the point of recovery. It depends far more on the fraction of equity risked per trade than on small differences in hit rate, and it rises steeply, not gently, as that fraction grows.

The following model is illustrative. It assumes a fixed fractional risk per trade and an assumed even edge, and it is used only to show the shape of the relationship. It is not a claim about any strategy, any student, or any real account, and it says nothing about returns.

Illustrative risk of ruin against risk per trade Under an assumed even edge and fixed fractional sizing, the long-run probability of ruin stays negligible when only a small fraction of equity is risked per trade and climbs steeply toward near certainty as the fraction grows large. The relationship is illustrative and not a claim about any real results. Small risk per trade, small chance of ruin Illustrative model, assumed even edge, fixed fractional sizing. Not a claim about results. high low Probability of ruin Fraction of equity risked per trade, low to high small fraction: ruin negligible mid fraction: non-trivial large fraction: near certain over enough trades The curve is convex: doubling the risk per trade more than doubles the long-run chance of ruin.
Ruin is convex in risk per trade. Because losses compound against a shrinking base, the probability of an unrecoverable drawdown does not rise in a straight line with the fraction risked, it accelerates. That is why sizing, and not a marginally better hit rate, is the variable that keeps an account alive through the inevitable losing streak. The curve's exact shape depends on the assumptions; the direction of the effect does not.

The practical reading is blunt. If a run of losses can take the account below the level from which it can mathematically recover, then a good method executed at a reckless size still ends at zero. Sizing should therefore be derived from a written rule that fixes the rupees at risk before the trade exists, so that no single position, however convincing, can be the one that ends the account. That upstream discipline, deciding the exit and the size before the entry, is exactly what the method we teach is built around.

Regime and volatility awareness

Base rates are not constant through time. Volatility clusters: quiet stretches give way to stressed ones in which ranges widen, gaps become common, and stops that looked conservative are jumped. A participant who sizes for a calm regime and keeps that size into a stressed one is, in effect, quietly increasing risk per trade at the worst possible moment, because the same number of contracts now spans a much larger potential move.

The disciplined response is to treat the prevailing regime as an input to sizing rather than a detail to ignore. When conditions are stressed, the same rule that fixes rupees at risk implies fewer contracts, not more, and often implies standing aside. This is unglamorous and rarely executed, which is part of why the aggregate looks the way it does. Recognising the regime is a mechanism, not a mood: it is read from how price is actually behaving, and it feeds directly into the size the sizing rule permits.

Process discipline and the trade journal

The final discipline is measurement of one's own behaviour. A documented trade journal that records the plan, the executed size, whether the stop was honoured, and whether the process was followed, then reviewed on a schedule, turns trading from a stream of impressions into a data set that can be audited. The value is not motivational. It is that process failures, an oversized position, a moved stop, an abandoned exit, become visible and countable, so they can be reduced deliberately rather than rediscovered after each drawdown.

Graded honestly, a winning trade taken by breaking the plan is worse than a losing trade taken correctly, because the win teaches the wrong lesson. Framing review around process rather than profit is what keeps the earlier disciplines, cost accounting, sizing, regime awareness, from eroding the moment a few lucky outcomes reward breaking them. The journal is the instrument that keeps the system honest over time.

Why the free-content market leaves the gap

Most freely available derivatives education, on broker-published learning portals and video channels, is competent at vocabulary and mechanics: what a call is, how margin works, how an order is placed. That is necessary and genuinely useful. What it rarely does is integrate cost accounting, position-sizing mathematics, regime-aware sizing and process review into a single sequenced path, because those disciplines are unglamorous, cut across topics, and do not make for a satisfying standalone clip.

The result is a population that is fluent in the instruments and untrained in the survival mechanics, which is close to the exact profile SEBI's figures describe. The gap is not a lack of information; it is a lack of ordered, cumulative practice in the parts that decide whether a trader is still solvent after a bad run. That gap, and the sequence that closes it, is what a structured curriculum exists to address.

The risk, stated plainly. Derivatives trading carries a material risk of loss. SEBI's FY25 study found individual traders net loss-making in over 91 percent of cases, with combined net losses of ₹1,05,603 crore, and its September 2024 study put the three-year figure across FY22 to FY24 at 93 percent and over ₹1.8 lakh crore. These are regulator statistics about the retail population, not a forecast, and nothing here promises a different outcome for any individual.

Frequently asked questions

In its FY25 study, SEBI found individual traders lost a net ₹1,05,603 crore in the equity derivatives segment, after transaction costs, a rise of about 41 percent from ₹74,812 crore in FY24. Over 91 percent of individual traders were net loss-making, and the average net loss worked out to roughly ₹1.1 lakh per person. The study drew on the client base of the top thirteen brokers, about 96 lakh unique individual traders.

SEBI's FY25 study put the share of net loss-making individual traders in equity derivatives at over 91 percent, broadly unchanged from its earlier work. The widely cited September 2024 study found 93 percent of individual traders incurred net losses across FY22 to FY24, with aggregate net losses of more than ₹1.8 lakh crore over those three years. In both windows, the large majority of participants ended net negative.

The retail aggregate is structurally negative-sum. Every contract carries transaction costs: securities transaction tax, exchange and clearing fees, GST, stamp duty, a regulator turnover fee, and brokerage, plus the bid-ask spread. High trade frequency multiplies those costs against capital. Gains within the participant pool are concentrated in a small minority, and the counterparties on the other side of most flow include proprietary and institutional desks with better tooling and lower costs. The frictions alone push the median participant below break-even before any view is even right or wrong.

Derivatives are legitimate instruments for hedging and price discovery, so the tools are not gambling in themselves. The failure mode is behavioural: trading them with position sizes that court ruin, no defined invalidation level, and no cost accounting resembles gambling in its outcomes. The distinction is not the instrument but whether risk per trade, expectancy and drawdown are managed like a process. SEBI's loss statistics describe how the median participant actually behaves, not a property of derivatives as such.

SEBI's index-derivatives framework from late 2024 raised the minimum contract value, rationalised weekly expiries to one per exchange, and increased margins, measures aimed partly at curbing retail speculation. The FY25 study notes that aggregate losses were lower than they would otherwise have been because of these curbs. Even so, net losses still rose about 41 percent year on year to ₹1,05,603 crore, so the measures softened the trajectory rather than reversing it.

A minority of individual traders end net positive in the data, so it is not impossible, but it is rare and the studies attach no method, edge or guarantee to that minority. Bharath Shiksha makes no claim about what any student's results will be. What the data does establish is that survival depends on controlling costs and risk per trade before anything else. The honest framing is that the odds facing the median participant are poor, and the disciplines that matter are learnable rather than a promise of outcome.

There is no universal figure, but the mathematics of risk of ruin is unforgiving to large fractions. In an illustrative model at an assumed even edge, risking a small fixed fraction of equity per trade keeps the long-run probability of ruin negligible, while risking a large fraction pushes it toward near certainty over enough trades. The point is structural, not a recommendation of a number: sizing is the lever that decides whether a losing streak is survivable or terminal. Size should fall out of a written rule, not out of conviction on a single trade.

The September 2024 study aggregated three years, FY22 to FY24, and reported that 93 percent of individual traders incurred net losses totalling more than ₹1.8 lakh crore over the period. The FY25 study is the newer, single-year update: individual-trader net losses of ₹1,05,603 crore in FY25, up about 41 percent from ₹74,812 crore in FY24, with over 91 percent net loss-making. The FY25 figures are the freshest and are the ones to cite for the current picture.

The FY25 study drew on the client base of the top thirteen stock brokers, amounting to about 96 lakh, roughly 9.6 million, unique individual traders in the equity derivatives segment. That scale is why the findings are treated as representative of the retail derivatives population rather than a narrow sample. The average net loss of about ₹1.1 lakh per person is computed across that base.

Sources

  • SEBI press release, September 2024. Updated study reporting that 93 percent of individual traders incurred net losses in equity F&O between FY22 and FY24, with aggregate losses exceeding ₹1.8 lakh crore over the three years. Establishes the multi-year baseline. sebi.gov.in
  • SEBI research listing. The regulator's research page, where its studies on individual participation in the equity derivatives segment are published. sebi.gov.in research
  • FY25 study coverage. Reporting that net losses of individual traders in F&O widened to ₹1,05,603 crore in FY25, up about 41 percent from ₹74,812 crore, with over 91 percent net loss-making, across a base of about 96 lakh traders at the top thirteen brokers. Establishes the current single-year picture. business-standard.com
Educational note. This guide explains what SEBI's studies on retail equity-derivatives losses measure, and the cost and risk mechanics behind them. It is not a recommendation to trade or invest, and it is not investment advice. Bharath Shiksha is an educational publisher, not a SEBI-registered investment adviser or research analyst. Illustrative figures and models on this page are labelled as such and do not describe anyone's actual results.

Related reading

Learn the survival mechanics, in order

Bharath Shiksha is a 30-volume curriculum across 6 stages, from chart reading through capital raising, priced from ₹14,999 for a single stage to ₹1,49,999 for the full path. It sequences the disciplines this article describes, cost accounting, position-sizing mathematics, regime-aware sizing, and process review, into one structured route. It is education, not a track record or a guarantee of any outcome. See how the method is built, then take the diagnostic.

Take the free diagnostic →