Position sizing calculator
The tool to use before this one: size to the loss you can survive, then check the margin.
Open →Free Tool
Estimate the money the exchange makes you post to hold an index derivative: SPAN margin, exposure margin, total initial margin, margin per lot, contract value and the implied leverage, for Nifty, Bank Nifty and FinNifty futures and options on the January 2026 lot sizes. It is an indicative estimator, not the exchange SPAN engine, so it also shows the one number that matters most: how far an adverse gap has to move before your posted margin is gone.
The margin that lets you hold the position is the same arithmetic that liquidates it on a gap. Leverage is symmetric, and the estimate below makes the symmetry visible.
Presets
The position
Indicative margin rate (editable)
Total initial margin
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Margin per lot
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Implied leverage
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Contract value
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The one thing this tool teaches
A 2% adverse gap removes
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The move that wipes your margin
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Rupee loss per 1% adverse move
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Because leverage is symmetric, a move against the position hits your posted margin many times harder than it hits the index. The line reads the percentage of your posted margin consumed at each size of adverse gap, from the computed leverage.
| Component | How it is estimated | Amount |
|---|---|---|
| Total initial margin |
This tool estimates what it costs to hold the position. It does not decide whether the position is worth holding, or size it so an ordinary adverse gap is survivable rather than terminal. The margin your broker will allow is the wrong anchor for size; the loss you can absorb is the right one. That inversion, sizing to the loss and not to the leverage on offer, is what the method we teach is built around.
The one principle
Margin is not a fee, it is collateral against your own worst day, and its size is a direct statement of your leverage. If the exchange makes you post about 12 percent of contract value to hold an index future, you are levered roughly 8.3 times, and that number cuts both ways: the same 8.3 times that lets you control 15,60,000 rupees of Nifty on 1,87,200 rupees means an adverse move hits your posted capital 8.3 times as hard as it hits the index. A 2 percent overnight gap, an ordinary event, is a sixth of your posted margin gone before the market opens. Read the margin number as your distance to a margin call, not as permission to trade bigger.
A desk treats margin as the least interesting output and leverage as the most dangerous one. The SEBI FY25 study found over 91 percent of individual traders in the equity derivatives segment were net loss-making, with aggregate net losses near 1,05,603 crore rupees, up roughly 41 percent on the prior year. Leverage did not author those decisions, but it is the accelerant: it converts an ordinary adverse move into a margin call, and a margin call into a forced exit at the worst possible price. Everything below is built to show that mechanism honestly, including the honest admission that the exact margin is a live number this page cannot compute.
Initial margin on a futures or short-option position is SPAN plus exposure, both posted upfront. SPAN is the scenario-based core: the exchange revalues your position across a grid of price and volatility moves and takes the worst-case one-day loss as the margin. Exposure is a flat percentage of notional stacked on top. The honest problem for any calculator is that the SPAN grid is driven by parameter files the exchange refreshes several times a day, so no fixed percentage is exact. This tool states its model plainly instead of faking the engine.
Worked on the default: Nifty futures, one lot at the January 2026 lot size of 65, futures price 24,000. Contract value is 65 times 24,000, that is 15,60,000 rupees. At an indicative 12 percent, total initial margin is 1,87,200 rupees, of which the exposure component at 3 percent is 46,800 and the indicative SPAN core is 1,40,400. Margin per lot is 1,87,200, and the implied leverage is 15,60,000 divided by 1,87,200, about 8.3 times. That leverage is the whole story: a 2 percent adverse gap is 0.02 times 8.3, about 16.7 percent of the posted margin gone, and a move of about 12 percent against the position, which is 1 divided by 8.3, wipes the posted margin and triggers a call. The calculator reproduces these figures and redraws the gap chart from them.
Sample levels as of July 2026, on the January 2026 lot sizes, at an assumed total initial margin of 12 percent for Nifty and FinNifty and 13 percent for the more volatile Bank Nifty. Read the last two columns together: the margin per lot is what you post, and the leverage is how hard a move on the contract lands on it. Every figure is an indicative estimate, not a live quote.
| Index | Lot size | Sample level | Contract value | Assumed margin | Margin per lot | Implied leverage |
|---|---|---|---|---|---|---|
| Nifty 50 | 65 | 24,000 | ₹15,60,000 | 12% | ₹1,87,200 | 8.3× |
| Bank Nifty | 30 | 54,000 | ₹16,20,000 | 13% | ₹2,10,600 | 7.7× |
| FinNifty | 60 | 26,000 | ₹15,60,000 | 12% | ₹1,87,200 | 8.3× |
The gap-to-drawdown map for a position levered about 8.3 times, roughly a Nifty future at 12 percent margin. The middle column is rupees lost on a 15,60,000 contract value; the right column is that loss as a share of the 1,87,200 you posted. The point of the table is the right column: ordinary index moves are extraordinary moves on posted margin.
| Adverse move on the index | Rupee loss on the contract | Share of posted margin consumed | What it means |
|---|---|---|---|
| 0.5% | ₹7,800 | 4.2% | A quiet session already dents the deposit. |
| 1% | ₹15,600 | 8.3% | One ordinary day is over 8 percent of margin. |
| 2% | ₹31,200 | 16.7% | A common overnight gap: a sixth of the deposit gone at the open. |
| 3% | ₹46,800 | 25.0% | A quarter of the margin, likely a top-up request. |
| 5% | ₹78,000 | 41.7% | A sharp day removes over 40 percent of posted capital. |
| 12% | ₹1,87,200 | 100% | The posted margin is wiped: margin call and forced exit. |
The two option positions are opposite on every margin dimension, and the difference is the whole reason the base rate concentrates on one side. A buyer pays a small, known amount for a capped loss; a writer collects a small premium and posts a large margin against an open-ended loss.
| Dimension | Buying a call or put | Writing a call or put |
|---|---|---|
| Upfront outlay | Full premium, paid in cash | SPAN plus exposure margin on the notional |
| SPAN margin | None | Yes, scenario-based, in the order of a futures margin |
| Maximum loss | The premium paid, defined | Large and, for a naked call, effectively open-ended |
| Premium | You pay it | You receive it, credited against the margin blocked |
| Margin after entry | Fixed: the premium is already paid | Rises with adverse mark to market and with volatility |
| Where the FY25 losses concentrate | Time decay erodes a series of small premiums | Undefined-risk writing, where one gap can exceed months of premium |
The arithmetic is exact for the percentage you give it. What breaks is the assumption that a percentage is the margin. Five conditions detach this estimate from what your broker will actually block.
Margin answers a question no serious trader should be asking first: how large a position will the broker let me carry. The question that keeps an account alive is the inverse: how large a loss can I absorb, and what position size keeps an ordinary adverse gap inside that loss. Margin and that answer are related only by accident. A position sized to the loss you can survive will usually use far less than the margin available, and the gap between the two, the leverage you decline to use, is the buffer that lets you be wrong without being liquidated.
This is the line the SEBI FY25 numbers sit on. Over 91 percent of individual traders in the equity derivatives segment were net loss-making, with aggregate net losses near 1,05,603 crore rupees, up roughly 41 percent on the prior year. Leverage is not the only reason, but it is the mechanism that turns a normal losing trade into a terminal one: a book funded to the margin limit has no room for the 2 percent gap that takes a sixth of it, no room for the MTM debit that lands that evening, no room for the volatility spike that lifts the SPAN requirement overnight. The peak-margin regime removed the most extreme intraday leverage precisely because that arithmetic was predictable. The margin the market offers is a ceiling. The size you choose should sit well below it, set by the loss you can survive, and this calculator exists mostly to show you how far below it that is.
Common Questions
How is F&O margin calculated in India, and is this calculator exact?
+Initial margin for an Indian futures or short-option position is SPAN margin plus exposure margin, both collected upfront before you can enter. SPAN is the exchange's scenario-based number: it revalues your position across an array of price and volatility moves and takes the worst-case loss as the margin, so it is a 99 percent one-day value-at-risk figure that the clearing corporation updates several times a session from parameter files. Exposure margin is a smaller flat percentage of the notional value added on top. This calculator does not run the exchange SPAN engine and cannot, because that needs the live parameter files. It gives an indicative estimate using a transparent, editable percentage of contract value, with the SPAN and exposure split shown as components. Treat every figure here as an indicative estimate and confirm the live number with your broker's SPAN calculator before you trade.
What is SPAN margin and why does it change during the day?
+SPAN, the Standard Portfolio Analysis of Risk, is the core initial-margin number on a derivatives position. Rather than a fixed percentage, it revalues the position across a grid of scenarios, the underlying moving up and down by set steps and volatility rising and falling, and sets the margin to the largest loss in that grid, aiming to cover a 99 percent worst case over one day. Because the inputs to that grid, the price scan range and the volatility scan range, are published by the exchange and refreshed through the session, the same contract can require a different SPAN margin in the afternoon than it did at the open, and requirements typically rise when volatility rises. That is why no static percentage can be exact: a percentage-of-contract-value model like the one here is a snapshot proxy, useful for sizing and for seeing the leverage, not a substitute for the live scenario computation your broker runs.
What is the difference between SPAN margin and exposure margin?
+They are the two components of the initial margin. SPAN margin is the scenario-based core, computed from the worst-case one-day loss across the exchange's price and volatility grid, and it is the larger and more variable of the two. Exposure margin is an additional buffer levied as a flat percentage of the notional value of the position, indicatively around 3 percent for index positions, to cover risks the scenario grid does not, such as a move beyond the scanned range. Added together they are the total initial margin you must have upfront to hold the position. This tool shows both as indicative components of one editable total percentage, so you can see roughly how the buffer sits on top of the scenario core; the exact split on a live trade comes from your broker's SPAN calculator.
How much margin is needed for one lot of Nifty or Bank Nifty futures?
+As an indicative figure, total initial margin on an index futures lot commonly runs in the low double digits as a percentage of contract value, roughly 10 to 16 percent depending on the index and current volatility, which is an implied leverage of about 6 to 10 times. Take Nifty at 24,000 with the January 2026 lot size of 65: the contract value is 15,60,000 rupees, and at an indicative 12 percent the total initial margin is about 1,87,200 rupees, an implied leverage near 8.3 times. Bank Nifty, being more volatile, tends to sit a little higher as a percentage. These are indicative estimates only, they move with volatility, and the exact rupee margin for a live order is whatever your broker's SPAN calculator shows at that moment. Use this to understand the scale and the leverage, not to fund an account to the paisa.
Why does this margin estimate differ from my broker's SPAN calculator?
+Because your broker's calculator uses the live exchange SPAN parameter files and this one uses a transparent percentage model. Real SPAN is recomputed several times a day from the exchange's current price scan range and volatility scan range, so the number drifts through the session and jumps when volatility jumps. A fixed percentage of contract value cannot track that, and it deliberately does not try. It also does not model the margin benefit on hedged or spread positions, where a defined-risk structure like a spread requires far less margin than the sum of its legs. So this tool will differ, sometimes materially, from a live quote. That is the honest limitation: it is an indicative estimate for understanding scale and leverage, and the live figure to fund and trade on is your broker's.
What margin is required to write options versus buy options?
+Buying an option and writing an option are opposite on margin. When you buy a call or a put, there is no SPAN margin: you pay the full premium upfront, that debit is the entire cost, and it is also the most you can lose, so the risk is defined. When you write, or sell, an option, you collect the premium but you must post SPAN plus exposure margin on the position, an amount in the same order as a futures margin because your loss on the wrong side is open-ended. That asymmetry is the whole point. The buyer pays a small, fixed, known amount for a capped loss; the writer takes in a small premium and posts a large margin against a potentially large loss. This calculator applies the full premium as the outlay for buying, and the indicative SPAN plus exposure model for writing, and it flags that a real multi-leg structure such as a straddle or a spread gets a margin treatment it does not model.
What is peak margin and the SEBI margin penalty?
+Peak margin is a monitoring rule that removed most intraday over-leverage. Instead of checking your margin only at end of day, the clearing corporation takes four random snapshots of your margin requirement during the session and holds you to the highest one. You must have the full upfront margin, SPAN plus exposure, available at all times, not just at entry, which is why brokers can no longer offer the large intraday multiples they once did and eligible intraday leverage is now capped near five times. If your margin falls short at any snapshot, a short-collection penalty applies, on a scale of about 0.5 to 5 percent of the shortfall depending on size and frequency, charged to the client. The practical effect is that the margin the tool estimates is not a one-time entry cost: it is capital that must stay posted for the life of the position.
Can my margin requirement increase after I enter, and what is MTM?
+Yes, on two counts, which is the most dangerous thing a beginner underestimates. First, mark to market, or MTM: at the end of each day open futures positions are settled to the closing price, so a loss is debited from your account in cash that evening and a gain credited, and if the debit takes you below the required margin you get a margin call to top up before the next session or the position is squared off. Second, the margin requirement itself can rise: SPAN margin increases when volatility rises, and the exchange can levy additional or special margins in stressed conditions, so a position that needed a given margin at entry can demand more the next day even if price has not moved your way. Posted margin is a living requirement, not a deposit you forget about. That is a core reason leveraged positions get liquidated at the worst possible time.
How does leverage in F&O actually lead to losses?
+Leverage is symmetric, and that symmetry is the mechanism. If your total initial margin is about 12 percent of contract value, your implied leverage is roughly 8.3 times, and the same arithmetic that lets you control 15,60,000 rupees of Nifty on 1,87,200 rupees of margin means a move in the contract hits your posted capital 8.3 times as hard. A 2 percent adverse gap against the position, an ordinary overnight move, is about a sixth of your posted margin gone before the market opens, and a move of roughly 12 percent against you wipes the posted margin entirely and triggers a call for more. The SEBI FY25 study found over 91 percent of individual traders in the equity derivatives segment were net loss-making, with aggregate net losses near 1,05,603 crore rupees. Leverage did not create bad decisions, but it is the accelerant that turns an ordinary adverse move into a margin call, which is why sizing to the loss, not to the margin the broker will allow, is the whole discipline.
Where the facts come from