Options on Commodity Futures
This sub‑topic covers Options on Commodity Futures, a key instrument in the commodity derivatives market. Understanding how they differ from options on the spot commodity, their payoff structure and settlement rules is essential for the NISM Series XVI exam. The content links theory to practical hedging and SEBI regulations, helping learners answer scenario‑based questions confidently.
Learning Objectives
- 1Define an option on a commodity future and distinguish it from a plain option on the spot commodity.
- 2Explain the payoff formulas and settlement mechanisms for call and put options on futures.
- 3Identify the key pricing factors and regulatory requirements as per SEBI.
- 4Apply the concepts to solve typical NISM exam problems involving hedging and payoff calculations.
What is an Option on Commodity Futures?
An option on a commodity future gives the holder the right, but not the obligation, to buy (call) or sell (put) a specified commodity future contract at a predetermined strike price on or before the option expiry date. The underlying is the futures contract itself, not the physical commodity, so the option’s value is driven by the futures price rather than the spot price.
This instrument is listed on recognised exchanges such as MCX (Multi Commodity Exchange) and NCDEX (National Commodity & Derivatives Exchange). SEBI defines the contract specifications – lot size, tick size, expiry cycle – and mandates that the option be cleared through the exchange’s clearing corporation, ensuring no counter‑party risk.
For the exam, remember that the option premium is paid in cash, while the settlement of the option can be either cash‑settled or result in a position in the underlying futures contract, depending on the exchange’s rules. Misreading the underlying can lead to a wrong answer in payoff calculations.
Students often confuse an option on the spot commodity with an option on the futures contract. The key difference is that the underlying price used in the payoff formula is the futures price, not the spot price.
Payoff Structure and Settlement
The payoff of a call option on a commodity future at expiry is the excess of the futures price over the strike price, if positive. Conversely, a put option’s payoff is the excess of the strike price over the futures price, if positive. If the difference is negative, the payoff is zero because the holder can let the option expire worthless.
Mathematically, the payoff is expressed using the max function. The settlement can be cash‑settled, where the net amount is transferred between the parties, or physical, where the option holder takes a position in the underlying futures contract. Most Indian exchanges use cash settlement for commodity options to avoid the logistics of physical delivery.
Exam questions frequently present a table of futures prices at expiry and ask for the net cash flow for a portfolio of options. Remember to apply the max function correctly and to consider the sign of the result before adding the premium paid.
Where:
F_T= Futures price of the commodity at option expiry (₹ per unit)K= Strike price agreed in the option contract (₹ per unit)Worked Example
Given a call option with K = 4,500 ₹/kg and the futures price at expiry F_T = 4,800 ₹/kg: Step 1: Compute difference = 4,800 - 4,500 = 300 Step 2: Apply max function → max(300, 0) = 300 Verification: max(4,800 - 4,500, 0) = 300.
Where:
F_T= Futures price of the commodity at option expiry (₹ per unit)K= Strike price of the put option (₹ per unit)Worked Example
Given a put option with K = 5,200 ₹/kg and F_T = 4,900 ₹/kg: Step 1: Compute difference = 5,200 - 4,900 = 300 Step 2: Apply max function → max(300, 0) = 300 Verification: max(5,200 - 4,900, 0) = 300.
Payoff Profiles for Call and Put Options on a Commodity Future
Pricing Considerations
While the payoff is simple, the option premium incorporates time value, volatility of the underlying futures, interest rates, and the cost of carry. The standard model used in Indian practice is Black’s model, which adapts the Black‑Scholes framework for futures as the underlying.
Key inputs for Black’s model are: current futures price (F_0), strike price (K), time to expiry (T in years), risk‑free rate (r), and implied volatility (σ) of the futures contract. The model outputs the theoretical premium, which is then compared with the market price to assess whether the option is over‑ or under‑priced.
In the exam, you may be asked to identify which factor will increase the premium. Remember: higher volatility, longer time to expiry, and a strike price closer to the current futures price all raise the option’s value. The risk‑free rate has a smaller effect because the underlying is a futures contract, which already incorporates cost of carry.
Using Options on Futures for Hedging
Producers and consumers of commodities often use options on futures to lock in price ranges while retaining upside or downside potential. A farmer expecting to sell wheat in three months can buy a put option on the wheat futures contract. If futures prices fall, the put payoff offsets the lower spot price; if prices rise, the farmer lets the option expire and sells at the higher market price.
Conversely, a food processing company that needs to purchase crude oil can buy a call option on crude oil futures. The call caps the maximum purchase price, while the company benefits if oil prices drop below the strike.
Exam scenarios typically present the hedge ratio, the number of contracts, and ask for the net effective price after accounting for the option premium and payoff. Always convert lot sizes to the actual quantity of the commodity before calculating the effective price per kilogram or tonne.
Key Differences between Options on Spot Commodity and Options on Commodity Futures
| Feature | Option on Spot | Option on Futures |
|---|---|---|
| Underlying Asset | Physical commodity (spot price) | Futures contract (futures price) |
| Settlement | Often physical delivery of commodity | Usually cash‑settlement; may result in futures position |
| Pricing Model | Black‑Scholes (spot) | Black’s model (futures) |
| Cost of Carry | Embedded in spot price | Explicitly accounted for in futures price |
Regulatory and SEBI Guidelines
SEBI (Securities and Exchange Board of India) regulates commodity derivatives through the Securities Contracts (Regulation) Act, 1956 and the SEBI (Commodity Derivatives) Regulations, 2015. All options on commodity futures must be listed on a recognised exchange and cleared through the exchange’s clearing corporation.
Key regulatory requirements include: a) Mandatory margin for both option buyers and sellers, b) Position limits per participant to prevent market manipulation, c) Disclosure of large exposures (>5% of open interest) to the exchange, and d) Daily reporting of positions to the exchange’s risk management system.
For the NISM exam, remember the margin concept: option buyers pay the premium upfront, while option writers must post initial margin and may be subject to variation margin based on mark‑to‑market movements.
The expiry day for commodity options coincides with the expiry of the underlying futures contract. Check whether the question specifies cash settlement or physical settlement, as this determines whether you add the payoff to the premium or adjust the futures position.
Scenario
An Indian textile mill expects to buy 10 tonnes of cotton in 90 days. The current MCX cotton futures price is 6,200 ₹/kg. The mill buys a call option on cotton futures with a strike of 6,300 ₹/kg, premium 120 ₹/kg, and expiry in 90 days. At expiry, the futures price is 6,500 ₹/kg.
Solution
Step 1: Compute the option payoff per kg: max(6,500 - 6,300, 0) = 200 ₹/kg. Step 2: Net cost per kg = Futures price - Payoff + Premium = 6,500 - 200 + 120 = 6,420 ₹/kg. Step 3: Total cost for 10 tonnes (10,000 kg) = 6,420 × 10,000 = 64,200,000 ₹. Without the option, the mill would have paid 6,500 × 10,000 = 65,000,000 ₹, so the hedge saved 800,000 ₹.
Conclusion
The example shows how a call option on a futures contract caps the purchase price while still allowing benefit from favorable price movements. Remember to include both premium and payoff when calculating the effective price.
Common Mistakes to Avoid
One frequent error is treating the option premium as a cost that can be ignored in payoff calculations. The premium is an out‑flow at initiation and must be added to the net cash flow when the exam asks for the effective price or total profit/loss.
Another mistake is mixing up the strike price with the futures price at expiry. Always use the futures price at expiry (F_T) in the payoff formula, not the spot price or the futures price at the time of purchase.
Lastly, overlooking the contract lot size leads to incorrect scaling of the payoff. MCX cotton futures have a lot size of 5,000 kg; the option premium and payoff must be multiplied by this lot size before aggregating across multiple contracts.
⭐Exam Takeaways
- Option on commodity futures gives the right to transact the underlying futures contract, not the physical commodity.
- Payoff formulas: Call = max(F_T – K, 0); Put = max(K – F_T, 0). Include the premium when calculating net cost or profit.
- Pricing uses Black’s model; higher volatility, longer time, and ATM strikes increase the premium.
- Hedging with options on futures caps price risk while preserving upside; always adjust for lot size and premium.
- SEBI mandates margin, position limits, and daily reporting for all listed commodity options.
- Check the settlement type (cash vs physical) and expiry alignment with the underlying futures contract.
- Common exam traps: confusing spot vs futures underlying, ignoring premium, and forgetting contract lot size.
Practice Questions
8 questions on Options on Commodity Futures
What right does an option on a commodity future give to its holder?
Which formula correctly represents the payoff of a call option on a commodity future at expiry?
Which statement about settlement of commodity options on futures is true in the Indian market?
According to the study material, which factor will increase the premium of an option on a commodity future?
A textile mill buys a call option on cotton futures with strike 6,300 ₹/kg, premium 120 ₹/kg. At expiry the futures price is 6,500 ₹/kg. What is the net cost per kilogram after accounting for payoff and premium?
Which of the following is NOT a regulatory requirement imposed by SEBI on commodity options?
How does an option on a spot commodity differ from an option on a commodity future in terms of the underlying asset?
Which exchange is mentioned as listing options on commodity futures in India?
