Strike selection on the option chain
Strike selection is the choice of which option strike to trade, made by weighing the strike’s delta and its implied probability of expiring in-the-money, its liquidity as shown by open interest and volume, the risk-reward of the position, and the tradeoff between in-the-money, at-the-money and out-of-the-money moneyness . On Zerodha it is done by reading the Kite option chain, which lists every listed strike with its open interest, volume, implied volatility and, in the Greeks tab, its delta and the other Greeks. The strike a trader picks fixes the cost, the leverage, the probability of profit and the risk profile of the whole position.
Choosing the wrong strike turns a correct market view into a loss. A trader who buys a far out-of-the-money call because it is cheap can be right on direction and still see the option expire worthless, because the underlying never reached the strike; a trader who sells a thin, illiquid strike can give away the edge to a wide bid-ask spread. This article sets out the four inputs to strike selection, delta and probability, liquidity, risk-reward and the moneyness tradeoff, then covers event positioning and how to read the Kite chain. It pulls together the concepts in delta , moneyness , open interest and implied volatility into a single decision.
Conflict-of-interest disclosure. This article is published by the WebNotes Editorial Team for informational purposes and is written independently. WebNotes operates a Zerodha account-opening referral programme, disclosed on the pages that carry the referral link; this article does not carry it and earns no referral commission from the concepts described here.
Choosing strikes by delta and probability
Delta is the first filter most traders apply, because it doubles as the probability that a strike expires in-the-money. A call with delta 0.30 has roughly a 30 per cent risk-neutral chance of finishing above its strike; a put with delta -0.20 has roughly a 20 per cent chance of finishing below. That lets a trader translate a strike directly into odds, and pick the strike whose odds match the trade.
The delta a trader targets depends on the side and the goal. A directional buyer who wants the option to track the underlying closely tends toward 0.40 to 0.60 delta, near the money, accepting the higher premium and faster decay in exchange for sensitivity and a reasonable chance of paying off. A premium seller who wants a high probability of the option expiring worthless tends toward 0.15 to 0.30 delta, further out of the money, collecting a smaller premium for a wider margin of safety. Lower-delta short strikes are safer per trade but pay less, so the writer must weigh the premium against the tail risk of the rare move that breaches the strike, which is where gamma turns the position against them fastest. These are conventions, not rules; the delta-as-probability reading is a model proxy that drifts when the implied volatility surface is skewed, as index puts usually are. For the probability interpretation in full, see delta .
Liquidity: open interest, volume and the bid-ask spread
A strike is only as good as its liquidity, because an illiquid strike gives back the edge through transaction friction. Liquidity is read from two figures on the chain: open interest, the number of outstanding contracts at that strike, and volume, the number traded in the session. A strike with deep open interest and active volume has a tight bid-ask spread, so entry and exit cost little; a thin strike has a wide spread, so a trader pays up to enter and is marked down to exit, and a large order moves the price against itself.
The practical rule is to favour strikes near the money on liquid underlyings, where open interest and volume cluster, and to treat far-out-of-the-money or far-in-the-money strikes with caution because their order books thin out. On index options such as the Nifty 50 and Bank Nifty the near-the-money strikes are among the most liquid contracts in the market; on single-stock options liquidity is thinner and concentrated in the front month, so strike choice is more constrained. Open interest also carries information beyond liquidity: a build-up at a strike often marks a level the market treats as support or resistance, and the distribution of open interest across strikes feeds the put-call ratio and max pain theory . For how open interest is read, see open interest and change in open interest . Every entry and exit also pays brokerage, STT and the spread, so the cost stack argues against frequently re-striking a position; see Zerodha F&O charges .
Risk-reward and the moneyness tradeoff
Strike selection is finally a risk-reward decision, and moneyness sets the shape of the payoff. The three regions trade cost against probability against leverage.
| Strike choice | Cost | Probability of paying off | Leverage | Suits |
|---|---|---|---|---|
| In-the-money | High (intrinsic plus time value) | High | Low | A high-conviction directional view wanting low decay |
| At-the-money | Moderate, highest time value | Around even | Moderate | A directional view balancing cost and sensitivity |
| Out-of-the-money | Low, all time value | Low | High | A cheap leveraged punt or a high-probability short strike |
An in-the-money long option costs the most because it carries intrinsic value, but it decays slowly, has high delta and pays off if the underlying simply holds its direction; it suits a trader with a strong view who wants to minimise time decay. An at-the-money option carries the most time value, the largest theta , gamma and vega , and tracks the underlying with delta near 0.5; it balances cost against sensitivity. An out-of-the-money option is cheap and highly leveraged but has low odds and bleeds its entire premium if the underlying fails to reach the strike; far-out-of-the-money buying is the classic way to be right on direction and still lose. For the writer the tradeoff inverts: a far-out-of-the-money short strike has a high probability of expiring worthless but collects little premium and carries open-ended tail risk, while a near-the-money short strike collects rich premium but is breached more often. The moneyness mechanics behind this sit in moneyness: in-the-money, at-the-money, out-of-the-money and the premium split in option premium .
Event positioning
Strike selection around a scheduled event is as much a volatility decision as a directional one. Before results, an RBI policy, the Union Budget or election counting, implied volatility is bid up, so every strike on the chain is richer than its quiet-market value, and the whole chain reprices on vega . A buyer who picks a strike into the event pays inflated premium and faces the implied-volatility crush after the outcome is known, so the trade needs a move larger than the rich premium priced in, not just a move in the right direction. A seller who picks a strike into the event collects the inflated premium and earns the crush if the underlying stays within the move the premium had priced, but takes a gap loss if it breaks out.
The index-level gauge of this is India VIX , the NSE’s volatility index from the Nifty option order book, which rises ahead of large events and falls after. A trader selecting strikes for an event reads the elevated implied volatility on the chain against the realised move they expect, and chooses the strike, and the side, accordingly. The exchange and broker may also raise margins around large events, so confirm the requirement before sizing; see SPAN margin on Zerodha and naked option-selling margin on Zerodha . The vega mechanics of event trades are set out in vega .
Single-leg versus multi-leg strike selection
Strike selection compounds once a position has more than one leg, because the strikes interact. A vertical spread, long one strike and short another of the same type and expiry, defines its maximum loss and maximum gain by the distance between the two strikes; widening the gap raises both the cost and the potential payoff, narrowing it does the reverse. A short strangle picks one out-of-the-money call strike and one out-of-the-money put strike, and the width between them sets how large a move the position can absorb before a leg is breached. In each case the trader is not choosing a strike but a structure, and the delta, liquidity and risk-reward tests apply to every leg.
The liquidity test gets stricter for multi-leg positions, because a thin leg widens the spread on the whole structure and makes it harder to exit cleanly. A spread built on two liquid near-the-money strikes can be entered and unwound at tight prices; the same spread reaching for an illiquid far strike pays the wide spread on that leg every time it is touched. This is why multi-leg strikes are usually kept within the liquid band of the chain, and why single-stock multi-leg positions, where liquidity thins fast away from the money, are harder to construct than index ones. For the net Greeks and payoff of a built structure, see how to build an options strategy on Sensibull ; for the margin a spread attracts, which is lower than two naked legs because the legs offset, see SPAN margin on Zerodha and exposure margin on Zerodha .
Reading the Kite option chain for strike selection
The Kite option chain is the single screen that holds every input to strike selection. It lists strikes down the centre, with calls on one side and puts on the other, and shows for each contract the open interest, the change in open interest, the volume, the implied volatility and the last traded price; the Greeks tab swaps the order-flow columns for delta , gamma, theta and vega. The in-the-money strikes are usually shaded so moneyness is visible at a glance, and the at-the-money strike is the one nearest the current underlying. A trader selecting a strike reads liquidity from the open interest and volume columns, probability from delta, cost and value-split from the last price against intrinsic value, and volatility richness from the implied-volatility column.
For the chain’s full navigation, including how to open it for an underlying and switch expiries, see how to use the options chain on Kite ; for the Greeks tab, see how to read option Greeks on Kite . For a single-stock option, factor in compulsory physical settlement before choosing an in-the-money strike near expiry, since an in-the-money stock option left to expiry delivers the full underlying value; see physical settlement of stock F&O and stock-option restrictions near expiry . For building and stress-testing a multi-strike position, Sensibull’s strategy builder shows the net Greeks and payoff; see how to build an options strategy on Sensibull .
See also
- How to use the options chain on Kite
- Moneyness: in-the-money, at-the-money, out-of-the-money
- Delta (options)
- Gamma (options)
- Theta decay
- Vega (options)
- Option premium
- Implied volatility
- India VIX
- Open interest
- Change in open interest
- Put-call ratio
- Max pain theory
- How to read option Greeks on Kite
- How to build an options strategy on Sensibull
- Options trading
- Futures and options
- F&O segment on Zerodha
- Expiry-day options trading
- Stock-option restrictions near expiry
- Physical settlement of stock F&O
- SPAN margin on Zerodha
- Exposure margin on Zerodha
- Naked option-selling margin on Zerodha
- Zerodha F&O charges
- The SEBI 90 per cent retail F&O study
- Nifty 50
- Bank Nifty
- Sensibull
- Kite by Zerodha
- Zerodha
- National Stock Exchange
External references
- Zerodha Varsity: option theory module
- Zerodha Varsity: moneyness of an option contract
- Zerodha support: option chain on Kite
- NSE: equity derivatives, option chain
- SEBI: home
References
- Zerodha Varsity, Option Theory for Professional Trading, moneyness and Greeks chapters (as of June 2026).
- Hull, J.C. (2021). Options, Futures, and Other Derivatives (11th ed.). Pearson, chapters on options markets and the Greek letters.
- NSE, equity derivatives contract specifications and option-chain data, nseindia.com (as of June 2026).
- Zerodha support, option chain and Greeks on Kite (as of June 2026).
- SEBI, Analysis of Profit and Loss of Individual Traders Dealing in Equity F&O Segment, January 2023 and the September 2024 update.