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In summary
Max Pain is the strike price at which option buyers collectively experience the highest financial loss because the maximum number of options expire without intrinsic value. It is calculated using open interest data for call and put options and is commonly tracked before options expiry.
Key takeaways:
- Max Pain is based on open interest in call and put options.
- It estimates the strike price at which the combined payout to option buyers is the lowest.
- The concept is mainly used around expiry day to study possible price behaviour.
- It does not guarantee that the market will settle at the Max Pain level.
- Traders should combine Max Pain with technical analysis, market sentiment and other indicators instead of relying on it alone.
What is Max Pain in options trading?
What is max pain in options trading?
Max Pain is a concept in options trading that refers to the strike price where the largest number of options contracts expire worthless on the expiry date. At this level, option buyers lose the maximum premium paid, while option sellers retain most of the premium collected.
The idea is based on the assumption that most option contracts eventually expire without being exercised. When this happens, buyers lose the premium they paid because the option has no intrinsic value at expiry.
For example:
- A call option expires worthless if the market price remains below its strike price.
A put option expires worthless if the market price remains above its strike price.
When the greatest number of call and put options expire this way at a particular strike price, that level is known as the Max Pain point.
Max Pain at a glance
| Feature | Description |
| Meaning | Strike price at which the highest number of options expire worthless |
| Based on | Call and put open interest |
| Used by | Options traders and analysts |
| Most relevant | Near options expiry |
| Purpose | Helps study possible expiry price levels |
Although many traders monitor Max Pain, it should be treated as a market observation rather than a prediction.
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How is the max pain calculated?
Max Pain is calculated using the open interest of call and put options across different strike prices.
Open interest represents the total number of outstanding options contracts that are still active. These contracts remain open because they have not been closed, exercised or allowed to expire.
The objective is to identify the strike price where the combined financial loss for option buyers would be the highest if the market expires at that level.
Steps to calculate Max Pain
| Step | What to do |
| Step 1 | Collect open interest data for all call and put options. |
| Step 2 | List the strike prices with significant open interest. |
| Step 3 | Calculate the total value of open contracts at each strike price by multiplying the option premium by open interest. |
| Step 4 | Add the values of the call and put options for every strike price. |
| Step 5 | Identify the strike price with the highest combined value. This becomes the Max Pain point. |
Understanding the calculation process
The calculation begins by collecting open interest data for every available strike price of the underlying asset, such as an index or stock.
Next, traders compare the open interest in call and put options across these strike prices. Higher open interest generally indicates that more market participants hold positions at that level.
The premium paid for each option contract is then multiplied by the corresponding open interest to determine the total value of outstanding contracts.
This calculation is repeated for every strike price. The strike with the highest combined value of call and put options is identified as the Max Pain level because it represents the point where option buyers would collectively experience the greatest loss if the underlying asset expires there.
Unlike technical indicators based solely on price history, Max Pain is derived from options market data. It reflects the distribution of outstanding contracts rather than the direction of future price movement.
Also read: Online trading
Example of Max Pain calculation
Suppose you are analysing Nifty options for a specific expiry date. After collecting the open interest (OI) data for call and put options across different strike prices, you find the following information.
Open interest data
| Strike price | Call OI (Contracts) | Put OI (Contracts) |
| 15,200 | 10,000 | — |
| 15,100 | 12,000 | — |
| 15,000 | 14,000 | 15,500 |
| 14,900 | — | 13,000 |
| 14,800 | — | 11,000 |
Assumptions
- Current Nifty level: 15,000
- Premium per option contract: ₹100
Calculate the total value of outstanding options
Multiply the option premium by the open interest at each strike price.
| Strike price | Option type | Open interest | Premium | Total value |
| 15,200 | Call | 10,000 | ₹100 | ₹10,00,000 |
| 15,100 | Call | 12,000 | ₹100 | ₹12,00,000 |
| 15,000 | Call | 14,000 | ₹100 | ₹14,00,000 |
| 15,000 | Put | 15,500 | ₹100 | ₹15,50,000 |
| 14,900 | Put | 13,000 | ₹100 | ₹13,00,000 |
| 14,800 | Put | 11,000 | ₹100 | ₹11,00,000 |
At the 15,000 strike price, the combined value of call and put options is:
₹14,00,000 + ₹15,50,000 = ₹29,50,000
This is the highest combined value among the listed strike prices. Therefore, 15,000 is the Max Pain point in this example.
The calculation suggests that if Nifty expires at 15,000, the largest number of outstanding options contracts would expire without intrinsic value, resulting in the highest collective loss for option buyers.
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Is Max Pain a theoretical concept?
Yes, Max Pain is generally considered a theoretical concept in options trading. It is based on the assumption that option market participants collectively act in ways that maximise their profits and minimise their losses, which may influence where the underlying asset settles at expiry.
In practice, however, this assumption does not always hold true. Financial markets are influenced by a wide range of participants with different objectives, and price movements are affected by several factors beyond options positioning. As a result, the expiry price may differ significantly from the calculated Max Pain level.
Another limitation is that Max Pain is calculated using only open interest data. It does not consider other market factors that can influence price movements, such as:
- Market sentiment
- Economic or company-specific news
- Institutional trading activity
- Changes in demand and supply
Because it relies on existing open interest, Max Pain is also regarded as a lagging indicator. Open interest reflects positions that have already been created, rather than future market activity. Therefore, Max Pain cannot reliably predict future price movements or the exact price at which the underlying asset will expire.
For this reason, traders typically use Max Pain alongside technical analysis, price action and other market indicators instead of relying on it as a standalone trading signal.
Conclusion
Max Pain is the strike price where the highest number of options contracts are expected to expire without intrinsic value, resulting in the greatest collective loss for option buyers. It is calculated using the open interest of call and put options across different strike prices and is commonly monitored as options expiry approaches.
While Max Pain can help traders understand options positioning and possible expiry behaviour, it is not a reliable predictor of future prices. Market sentiment, institutional activity, economic developments and changes in open interest can all influence where an asset eventually settles. For this reason, Max Pain is most effective when used alongside technical analysis and other market indicators rather than as the sole basis for trading decisions.
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Frequently Asked Questions
What is Max Pain
What is the concept of max pain?
What is Max Pain Bank Nifty?
Max pain for Bank Nifty is the strike price at which the maximum number of options contracts on the Bank Nifty index go out of money (OTM) and have no intrinsic value.
What are the limitations of max pain?
Max pain relies solely on open-interest data. It overlooks market sentiment, news events, and institutional trading activity.
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