Reverse Iron Condor RIC
A defined-profit long-volatility structure: an iron condor with every leg reversed.
Quick answer: Reverse Iron Condor is a four-leg long-volatility structure — an iron condor with every leg reversed — that pays a capped profit when the underlying makes a large move in either direction, and loses its net debit if it stays range-bound.
In simple words
A reverse iron condor is a bet on a big move where both your profit and your loss are boxed in. You take an ordinary iron condor, which wins when the market stays still, and flip every leg, so now it wins when the market moves a lot. Because you also sell options further out, the profit stops growing past a point — that cap is what makes the whole thing cheap to put on. If the market drifts and goes nowhere, you lose what you paid, and that loss is small. It is a low-cost, tightly-bounded way to own a breakout in either direction.
Payoff diagram
Profit & loss at expiry — Reverse Iron Condor
Illustrative NIFTY legs, spot 24,000. Every strategy on this site is priced off one arbitrage-consistent option chain, so no two pages imply different option prices. Figures are per unit; one NIFTY lot is 75 units at the time of writing. The dashed line is the position's theoretical value today, before time decay has run.
| Leg | Action | Type | Strike | Premium | Qty |
|---|---|---|---|---|---|
| 1 | Sell | Put | 23,200 | ₹110 | 1 |
| 2 | Buy | Put | 23,400 | ₹143 | 1 |
| 3 | Buy | Call | 24,600 | ₹156 | 1 |
| 4 | Sell | Call | 24,800 | ₹100 | 1 |
Professional explanation
An iron condor with every leg reversed
A standard iron condor sells an out-of-the-money put spread and an out-of-the-money call spread, collecting a credit that it keeps if the underlying stays between the short strikes. The reverse iron condor flips every leg: it buys the inner options and sells the outer ones, on both sides. Here it buys the 23,400 put and 24,600 call and sells the 23,200 put and 24,800 call. The result is a net debit rather than a credit, and a payoff that is the mirror image of the condor — it makes money on a large move out of the range and loses on a quiet one. It is also called a long iron condor for this reason.
Why capping the profit makes it cheap
The two sold outer legs, the 23,200 put and 24,800 call, cap the profit: beyond them, further movement in the underlying is matched by the short option, so the gain stops growing. That cap is not a flaw to be tolerated — it is the whole reason the structure is inexpensive. Selling those wings brings in premium that offsets the cost of the inner options you bought, cutting the net debit to just 89 points against the 746 an at-the-money straddle would cost. You give up the straddle's open-ended upside in exchange for a much smaller outlay and a much smaller maximum loss.
The risk-reward and what it demands
The maximum profit is the wing width minus the debit: 200 − 89 = 111 points, against a maximum loss of the 89-point debit. So you risk 89 to make 111 — a ratio a little better than one to one. Setting aside the shape of the payoff, a position that pays 111 when it wins and costs 89 when it loses must win roughly 89 divided by 200, about 44.5 per cent of the time, simply to break even before costs. And there are four legs, so the round trip pays eight bid-ask spreads. On a structure whose maximum profit is 111 points, that transaction drag is material and must be counted against the breakeven, not ignored.
Defined on both sides, and why
The reverse iron condor is defined-risk and, unusually, also defined-reward. The loss is capped at the net debit because the position is a pair of debit spreads — each bought inner option is protected by nothing it needs, and the sold outer options are covered by the inner longs, so nothing can run away. The profit is capped by those same sold outer legs. The payoff diagram is therefore a flat-bottomed valley: a plateau of maximum profit beyond each outer strike, a plateau of maximum loss across the middle, and sloped breakeven regions between. Both plateaus are fixed and known at entry.
Where it sits against a straddle or strangle
The reverse iron condor is the capped-profit member of the long-volatility family. A straddle or strangle pays open-ended on a large move but costs far more and risks far more premium. The reverse iron condor costs little and risks little, but its reward is boxed. That makes it a candidate when a trader wants long-volatility exposure with a small, fully-known outlay and is content to give up the tail. The cost of that comfort is the near-even hit rate it needs and the eight spreads it pays, which together make it demanding despite its modest headline risk.
Construction
- Start from an iron condor and reverse every leg. With NIFTY at 24,000, work outward from the money.
- Buy the inner put, 23,400, and buy the inner call, 24,600 — the legs that gain on a move.
- Sell the outer put, 23,200, and sell the outer call, 24,800 — the legs that cap the profit and cheapen the structure.
- The net position is a debit; that debit is the maximum loss, and the wing width minus the debit is the maximum profit.
Market outlook
A trader may study a reverse iron condor when they expect the underlying to break out of a range but want long-volatility exposure for a small, fully-known cost rather than the larger outlay of a straddle. It suits situations where implied volatility is low, so the bought inner legs are cheap, and where a move is plausible but its size is uncertain enough that capping the profit is an acceptable price for cheapness. It is invalidated by a range-bound, low-movement market, which delivers the full debit loss, and by rich implied volatility, which raises the entry cost.
Risk profile
A reverse iron condor is a defined-risk position. The maximum loss is the net debit paid, 89 points or 89 × 75 = ₹6,675 per NIFTY lot at the time of writing, and it is capped by structure: the position is a pair of debit spreads, so the sold outer legs are fully covered by the bought inner legs and nothing can run away in either direction. The full loss is suffered across the whole middle range, here roughly between the inner strikes, where the underlying settles quietly. Defined risk here means the loss is small and known, but it is the most probable single outcome in a quiet market.
Maximum loss, stated three ways
As a formula: Net debit paid × lot size, suffered if the underlying settles between the inner strikes. Here 89 × 75 = ₹6,675 per lot.
Computed from the illustrative legs: ₹89 per unit, i.e. ₹6,675 for one NIFTY lot of 75.
Breakevens: Lower breakeven = inner put strike − net debit; upper breakeven = inner call strike + net debit. Here 23,400 − 89 = 23,311 and 24,600 + 89 = 24,689. → 23,311 and 24,689.
Reward profile
The reward is capped, unlike a straddle's. The maximum profit is the width of one wing minus the net debit, 200 − 89 = 111 points, or 111 × 75 = ₹8,325 per lot, achieved once the underlying moves beyond either outer strike. Between the inner strike and the outer strike on each side, profit rises along a slope; beyond the outer strike it flattens. Because the profit is bounded, the structure cannot benefit from a genuine tail event the way a straddle can — a violent move earns the same 111 points as a move that just clears the outer strike.
Maximum profit
As a formula: Wing width − net debit, × lot size, realised beyond either outer strike. Here (200 − 89) × 75 = 111 × 75 = ₹8,325 per lot.
Computed from the illustrative legs: ₹111 per unit, i.e. ₹8,325 for one NIFTY lot.
Margin requirement
Because a reverse iron condor is a pair of debit spreads, the sold outer legs are fully hedged by the bought inner legs, so the margin is effectively the net debit rather than naked-short margin. This is far less than the collateral a short strangle demands. You still pay for four legs and eight bid-ask spreads round trip, which is the real cost drag here. Brokers and NSE revise margin and spread-benefit rules periodically, so confirm the exact requirement before trading.
Greeks exposure
Delta is near zero at initiation because the structure is symmetric around the money; it tilts positive above the range and negative below as one side's long option starts to dominate.
Gamma is positive across the inner region, so the position gains delta into a move in either direction — this long gamma is what rewards a breakout before expiry.
Theta is negative, because the net-long inner options decay faster than the sold outer wings offset; time works against the position while the underlying stays range-bound.
Vega is positive, so rising implied volatility lifts the structure; like any long-volatility position it is exposed to a post-event volatility crush that can erode the bought legs.
Rho is negligible for a thirty-day index structure; the offsetting long and short legs on each side leave almost no net interest-rate sensitivity.
The sign on each Greek above is computed, not asserted: it is the net exposure of the illustrative legs at spot 24,000 with 30 days to expiry, priced with Black–Scholes using each leg's implied volatility calibrated from its own quoted premium. A sign can flip as the underlying moves — the panels below show where. See Methodology.
Net Greeks across underlying prices
Each panel shows the whole position's net Greek, not one leg's. The dashed vertical is the reference spot.
Volatility impact
The reverse iron condor is net long volatility, so rising implied volatility helps it: positive vega lifts the bought inner legs more than the sold outer legs lose, and the whole structure gains before expiry. Falling implied volatility hurts, and the familiar vega crush after a known event applies here too — buying the structure into rich volatility ahead of results or policy leaves it exposed to the collapse afterward. Because the profit is capped, the volatility benefit is bounded as well; the structure cannot ride an implied-volatility spike indefinitely the way a straddle can. It is most often considered when implied volatility is low, so the long legs are cheap and there is room for volatility to rise.
Sensitivity to implied volatility
Position P&L with the underlying pinned at spot and 30 days to expiry, as implied volatility alone moves. This isolates vega from delta.
Time decay
Time decay works against the reverse iron condor while the underlying is range-bound, because the net-long inner options lose extrinsic value faster than the sold outer wings recover it. Theta is negative and, as with any long-volatility structure, the erosion is sharpest near expiry when the underlying sits in the middle of the range. A move, by contrast, is rewarded by the position's long gamma, which is also largest near expiry. So the structure trades theta paid for gamma hoped for, but within capped bounds on both the profit and the loss — the decay cannot cost more than the small net debit.
Value of the position as expiry approaches
Underlying held still at spot; only time passes. An upward slope means time is working for the position, a downward slope means against it.
Practical examples
NIFTY example
With NIFTY at 24,000: sell the 23,200 put at 110, buy the 23,400 put at 143, buy the 24,600 call at 156, and sell the 24,800 call at 100. The net debit is 143 + 156 − 110 − 100 = 89 points, or 89 × 75 = ₹6,675 per lot — the maximum loss. Each wing is 200 wide, so the maximum profit is 200 − 89 = 111 points, or 111 × 75 = ₹8,325, earned beyond 24,800 or below 23,200. The breakevens are 24,689 and 23,311. If NIFTY settles at 25,000, the call spread is worth its full 200 and the puts expire worthless, for 200 − 89 = 111 points profit. If NIFTY settles at 24,000, everything expires worthless and you lose the 89-point debit. On four legs, the eight spreads paid round trip are material against an 111-point cap. Figures exclude charges.
BANKNIFTY example
BANKNIFTY illustrative figures, spot near 52,000, lot 30, wings 400 wide, implied volatility a couple of points above NIFTY. Suppose you sell the 50,800 put near 130, buy the 51,200 put near 180, buy the 52,800 call near 190, and sell the 53,200 call near 140 (illustrative). The net debit is 180 + 190 − 130 − 140 = 100 points, or 100 × 30 = ₹3,000 per lot — the maximum loss. Maximum profit is the 400-wide wing minus 100, so 300 points, or 300 × 30 = ₹9,000, beyond 53,200 or below 50,800. The breakevens are 53,300 and 50,700. As on NIFTY, four legs mean eight spreads round trip, which matters against a capped 300-point profit; on BANKNIFTY's wider spreads the drag is proportionally larger.
Lot sizes used above (NIFTY 75, BANKNIFTY 30) are those in force at the time of writing; NSE revises them periodically. Figures exclude brokerage, STT, exchange charges, stamp duty and GST, all of which materially affect small spreads.
Common mistakes
- Trading it in a range-bound market, where the underlying settles between the inner strikes and delivers the full debit loss, the single most probable outcome.
- Ignoring the eight bid-ask spreads paid across four legs round trip, which on a capped 111-point profit can consume a meaningful slice of the edge.
- Buying the structure into rich implied volatility before an event, then watching the vega crush erode the long inner legs even if a move follows.
- Setting the wings too narrow, which shrinks the maximum profit toward the debit and makes the near-even breakeven hit rate even harder to clear after costs.
- Treating it like a straddle and expecting open-ended payoff, when a violent move earns the same capped 111 points as a move that barely clears the outer strike.
- Misjudging the breakevens by using the strikes alone and forgetting the debit, which pushes them out to 23,311 and 24,689.
Advantages & disadvantages
Advantages
- Both the profit and the loss are fully defined and known at entry, so there is no runaway risk in either direction.
- The net debit is small — 89 points here — making it a low-cost way to hold long-volatility exposure to a breakout.
- Capping the profit by selling the outer wings is exactly what cheapens the structure relative to a straddle or strangle.
- Margin is effectively the net debit rather than naked-short collateral, because the sold legs are fully hedged by the bought legs.
- It profits from a move in either direction, so no directional view is required — only a view that the range will break.
Disadvantages
- The profit is capped, so a genuine tail move earns no more than a move that just clears the outer strike — the straddle's tail is surrendered.
- The risk-reward of 111 for 89 means it must win close to 45 per cent of the time before costs simply to break even.
- Four legs mean eight bid-ask spreads round trip, a cost drag that is material against a small capped profit.
- A range-bound market delivers the full debit loss, and that quiet outcome is often the most probable one.
- Like any long-volatility structure it is exposed to vega crush after a known event, which can erode the bought legs despite a move.
Professional usage
Desks use reverse iron condors, or long iron condors, when they want a small, precisely-bounded long-volatility position around an expected breakout — for instance ahead of an event whose outcome is binary but whose magnitude is uncertain — without committing the premium a straddle demands. The bounded profit fits a defined-risk mandate and the low debit keeps capital efficient across many simultaneous positions. Institutions weigh the four-legged execution cost carefully, since eight spreads erode a capped edge, and they typically prefer the structure when implied volatility is low enough that the long inner legs are cheap. Retail traders can replicate it, but the spread drag hits them harder.
Key takeaway
A reverse iron condor is a cheap, fully-boxed bet on a breakout: small known cost, small known profit, and a near-even hit rate it must clear before four legs' worth of spreads are even counted. You trade the straddle's tail for the comfort of tight bounds.
Frequently asked questions
What is a reverse iron condor?
Is a reverse iron condor the same as a long iron condor?
What is the maximum profit on a reverse iron condor?
What is the maximum loss on a reverse iron condor?
How do I calculate the breakevens of a reverse iron condor?
Why is a reverse iron condor cheaper than a straddle?
What win rate does a reverse iron condor need?
Does a reverse iron condor have unlimited profit?
How much margin does a reverse iron condor need?
When is a reverse iron condor worth studying?
How does implied volatility affect a reverse iron condor?
How does time decay affect a reverse iron condor?
Does a reverse iron condor have assignment risk?
Is a reverse iron condor good for beginners?
How is a reverse iron condor different from a long strangle?
What is the worst market for a reverse iron condor?
Can I lose more than the debit on a reverse iron condor?
How many legs does a reverse iron condor have?
Does a reverse iron condor profit from a move in either direction?
How does a reverse iron condor compare to an iron condor for costs?
Voice search & related questions
Natural-language questions people ask about the Reverse Iron Condor.
What is a reverse iron condor in simple words?
Does a reverse iron condor have limited risk?
Why would I use a reverse iron condor instead of a straddle?
What is another name for a reverse iron condor?
How often does a reverse iron condor need to win?
Which option strategy is a cheap bet on a breakout?
Sources & references
- Sheldon Natenberg, Option Volatility and Pricing
- NSE — Derivatives (F&O) product information
- CME Group — Options education
Last reviewed 9 July 2026. Educational content only — not investment advice.