Choosing a Strike: What 0.16 Delta Buys You
Three delta targets, side by side. The premium-versus-probability tradeoff stops being a slogan.
Worth reading first: Delta: Three Questions, One Number, Cash-Secured Puts, From Cash to Assignment
Once you have decided to sell a put, exactly one decision remains: which strike. Everything else — the stock, the expiration, the size — you have already settled. And this one decision determines your premium, your cushion, your odds of assignment and your annualised return simultaneously, in opposite directions.
There is no best answer. There is a curve, and you pick a point on it. Here is the curve.
Why delta, and not dollars
You could pick strikes by distance — “5% below the current price” — and plenty of people do. The problem is that 5% means something entirely different on a utility stock than on a biotech. On one it is a wall; on the other it is a Tuesday.
Delta already contains the stock’s volatility and the time remaining. A 0.16 delta put is approximately one standard deviation out of the money on anystock, at any price, for any expiration. That portability is why the whole industry speaks in deltas, and why “sell the 16 delta” is a complete instruction while “sell five dollars below” is not.
Reading the trade-off honestly
Move the volatility slider up in the widget and watch every row’s premium grow. Move the expiration out and watch annualised return usually fall even as the premium rises. Both are worth sitting with — but the central pattern is the one across the rows.
| Delta | Roughly | Premium | Assignment odds | Character of the trade |
|---|---|---|---|---|
| 0.10 | 1.3 SD out | Small | ~9% | Wins almost always, earns almost nothing |
| 0.16 | 1.0 SD out | Modest | ~14% | The conventional compromise |
| 0.30 | 0.5 SD out | Healthy | ~27% | Real income, real assignment rate |
| 0.45 | Near the money | Large | ~42% | Effectively buying the stock, paid to wait |
Representative figures for a $100 stock at 30% implied volatility, 30 days out. Move the widget’s sliders to see how these shift.
Notice that annualised return generally increases as you move toward the money. If annualised return were the only thing that mattered, everyone would sell 0.45 delta puts. The reason nobody sensible does is that the metric does not contain the losses — it prices the win and ignores the frequency and size of assignment.
Three filters, applied in order
First: could you own it? Multiply the strike by 100. If that number is more than you want in one company, stop — no delta fixes a position that is too large. This filter kills more candidate trades than the other two combined.
Second: would you want to own it there? If the stock fell to your strike, would you be buying because you like the price, or would you be catching a company whose story has changed? Delta cannot tell you this. Nothing on the option chain can.
Third: which delta? Only now does the widget above become the relevant question, and by this point it is the easiest of the three.
What experienced sellers tend to settle on
There is a broad convention around 0.16 to 0.30 delta at 30 to 45 days. It is not a rule and nobody can prove it optimal, but the reasoning is coherent: it sits in the steep part of the theta curve, it keeps assignment to something like one trade in four or five, and the premium is large enough to survive commissions and the bid-ask spread.
Below 0.10 delta the premium often does not clear the transaction costs, and you are taking genuine tail risk for a few dollars. Above 0.40 you are not really selling premium any more — you are buying the stock with extra steps, and should probably decide whether you want to own it outright.
What can go wrong
Optimising for annualised return. It systematically pushes you toward the money, which is systematically toward assignment.
Selling far out of the money and thinking it is safe. A 0.05 delta put still gets assigned roughly one time in twenty, and when it does the move that caused it was large. You collected very little for that.
Using delta on a stock with an event inside the expiration. Delta assumes a smooth diffusion. An earnings date is a scheduled gap, and the model has no way to represent it.
Letting the delta drift unnoticed. The 0.16 you sold becomes 0.40 when the stock falls. The position you are holding is not the position you opened.
Key takeaways
- Delta is a portable way to express strike selection — 0.16 means roughly the same thing on any stock at any price.
- Moving toward the money increases premium, annualised return and assignment odds together. There is no free improvement.
- Annualised return compares best cases only; it does not contain the losing scenarios.
- Position size and willingness to own the stock are more important filters than delta, and should be applied first.
- The 0.16-0.30 delta convention exists because it balances premium against assignment rate, not because it is provably optimal.
Check your understanding
1. Why is delta a better way to express strike selection than a percentage below the current price?
2. Strike A shows 18% annualised, strike B shows 34%. What can you conclude?
3. Which filter should you apply before choosing a delta?