Option Trading Strategies
This sub‑topic covers the most frequently examined option trading strategies used in commodity derivatives. Understanding these strategies helps candidates answer payoff, risk‑reward and suitability questions that appear in the NISM Series XVI exam. The content links the strategies to market outlooks, premium flows and SEBI regulations, ensuring you can choose the right strategy for a given scenario.
Learning Objectives
- 1Identify and describe the payoff structure of basic call and put options.
- 2Explain the construction, profit‑loss profile and breakeven of major option strategies.
- 3Recognise which market outlook (bullish, bearish, neutral) each strategy suits.
- 4Apply the formulas to compute net premium, breakeven and maximum profit/loss in exam‑style questions.
Understanding Commodity Options
In the commodity derivatives market, an option gives the holder the right, but not the obligation, to buy (call) or sell (put) a specified quantity of a commodity at a predetermined strike price on or before expiry. SEBI classifies these as “standardised” (exchange‑traded) or “non‑standardised” (OTC) contracts, but the payoff mechanics are identical.
The premium paid for an option is the price of that right. For a call, the buyer expects the spot price to rise above the strike, whereas for a put the expectation is a fall below the strike. The seller (writer) receives the premium and hopes the option expires worthless.
Exam questions often test your ability to translate a market view into the appropriate option strategy and to compute the resulting profit or loss. Remember that the NISM syllabus emphasises the net premium (premium received minus premium paid) and the breakeven price as the primary calculation points.
- Option buyer – pays premium, limited loss to premium.
- Option writer – receives premium, unlimited loss for naked positions.
Payoff Basics
Where:
S= Spot price of the commodity at expiry (₹)K= Strike price of the call option (₹)Worked Example
Given S = 5,200 ₹/kg and K = 5,000 ₹/kg: Step 1: Payoff = max(5,200 - 5,000, 0) Step 2: Payoff = max(200, 0) = 200 ₹ Verification: max(5,200 - 5,000, 0) = 200.
Where:
S= Spot price of the commodity at expiry (₹)K= Strike price of the put option (₹)Worked Example
Given S = 4,600 ₹/kg and K = 5,000 ₹/kg: Step 1: Payoff = max(5,000 - 4,600, 0) Step 2: Payoff = max(400, 0) = 400 ₹ Verification: max(5,000 - 4,600, 0) = 400.
Both formulas assume the option is held to expiry; early exercise is rare for European‑style commodity options, which dominate Indian exchanges. The net payoff for the option holder is the payoff minus the premium paid. For the writer, the net payoff is the premium received minus the payoff.
In exam calculations, always write the payoff first, then subtract (or add) the premium. Forgetting the sign of the premium is a common trap that flips profit into loss.
These basic payoffs underpin every multi‑leg strategy that you will study next. By substituting the appropriate strike prices and premiums for each leg, you can derive the combined profit‑loss diagram required in many NISM questions.
Common Option Strategies
Covered Call – The investor holds the underlying commodity (or a futures position) and sells a call option against it. The premium received provides downside cushion, while the upside is capped at the strike price plus premium. This strategy is bullish to neutral and is frequently asked to test the concept of “capped upside”.
Protective Put – The holder of the commodity purchases a put to guard against price falls. The cost is the premium paid, but the floor price is the strike minus premium. This is a classic risk‑management tool and appears in suitability questions.
Bull Call Spread – Buy a call at a lower strike (K1) and sell a call at a higher strike (K2) with the same expiry. The net premium is usually a debit. Maximum profit occurs if the spot price is at or above K2, and the loss is limited to the net premium paid. This spread illustrates a moderate bullish view with limited risk.
Bear Put Spread – Buy a put at a higher strike (K1) and sell a put at a lower strike (K2). It mirrors the bull call spread for a bearish outlook. The net premium is a debit, and the maximum loss is the premium paid.
When a strategy involves both buying and selling options, many candidates add the premiums instead of subtracting. Remember: net premium = premium paid (debit) – premium received (credit). A positive net premium means a debit (cash outflow).
Neutral Strategies
Straddle – Simultaneously buy a call and a put with the same strike and expiry. The trader expects high volatility but is unsure of direction. The total premium paid is the sum of both premiums, and profit occurs only if the spot moves far enough beyond either strike.
Strangle – Similar to a straddle but the call and put have different strikes (out‑of‑the‑money). It is cheaper than a straddle but requires a larger price move to become profitable.
Butterfly Spread – Constructed with three strikes: buy one lower‑strike call, sell two at‑the‑money calls, and buy one higher‑strike call (or the analogous put version). The strategy profits from low volatility and the spot staying near the middle strike.
Condor – An extension of the butterfly with four strikes, creating a wider profit zone while still limiting risk. It is useful when the trader expects the price to stay within a broader range.
Neutral strategies rely on volatility forecasts. In the exam, a question that mentions "high implied volatility" points to a straddle or strangle, whereas "low volatility" suggests a butterfly or condor.
Time‑Based Strategies
Calendar (Horizontal) Spread – Buy and sell options with the same strike but different expiries. Typically, the near‑term option is sold (credit) and the longer‑term option is bought (debit). The strategy profits from time decay of the short leg while the underlying price stays near the strike.
Diagonal Spread – Combines a calendar spread with a strike difference. It offers flexibility to target a specific price move over a longer horizon while still benefiting from time decay.
These spreads are examined to test understanding of theta (time decay) and the impact of differing expiries on net premium. Remember that the net premium can be either a debit or a credit depending on the relative option prices.
Comparison of Popular Commodity Option Strategies
| Strategy | Market Outlook | Max Profit | Max Loss | Typical Use |
|---|---|---|---|---|
| Covered Call | Bullish‑to‑Neutral | Premium + (Spot‑Strike) if exercised | Opportunity cost of upside | Income generation on existing holdings |
| Protective Put | Bullish‑to‑Neutral | Unlimited (if spot rises) | Premium paid | Downside protection |
| Bull Call Spread | Moderately Bullish | Difference between strikes – net premium | Net premium paid | Limited‑risk bullish view |
| Bear Put Spread | Moderately Bearish | Difference between strikes – net premium | Net premium paid | Limited‑risk bearish view |
| Straddle | High Volatility | Unlimited (both sides) | Sum of premiums | Volatility play |
| Butterfly | Low Volatility | Limited (max at middle strike) | Net premium paid | Profit from stable price |
Payoff of a Bull Call Spread (₹ per kg)
Scenario
Rohit expects the price of wheat to rise from the current spot of 5,000 ₹/kg to around 5,400 ₹/kg in the next two months. He decides to implement a bull call spread using the May expiry: buy a 5,000 ₹ call for a premium of 250 ₹ and sell a 5,400 ₹ call for a premium of 80 ₹.
Solution
Net premium = 250 ₹ (paid) – 80 ₹ (received) = 170 ₹ debit. <br/>Breakeven price = Lower strike + Net premium = 5,000 ₹ + 170 ₹ = 5,170 ₹. <br/>Maximum profit = (Higher strike – Lower strike) – Net premium = (5,400 ₹ – 5,000 ₹) – 170 ₹ = 230 ₹ per kg. <br/>Maximum loss = Net premium = 170 ₹ per kg (occurs if spot ≤ 5,000 ₹ at expiry). <br/>If spot at expiry is 5,400 ₹, payoff from long call = 400 ₹, payoff from short call = –0 ₹, net = 400 ₹ – 170 ₹ = 230 ₹, matching the calculated max profit.
Conclusion
The bull call spread limits Rohit's loss to the premium paid while offering a capped upside, a pattern frequently tested in NISM questions on risk‑limited bullish strategies.
⭐Exam Takeaways
- Option payoff formulas: Call = max(S‑K,0); Put = max(K‑S,0). Use them as the base for all multi‑leg strategies.
- Net premium = premium paid – premium received; a positive net premium means a cash outflow (debit).
- Bullish strategies (covered call, bull call spread) limit upside or risk; bearish strategies (protective put, bear put spread) limit downside.
- Neutral strategies (straddle, strangle, butterfly) are driven by volatility expectations – high volatility favours straddles, low volatility favours butterflies.
- Calendar spreads profit from time decay of the short‑dated option; remember the net premium can be a credit.
- Maximum profit and loss for spreads are calculated as the difference between strikes minus (or plus) the net premium.
- Exam questions often ask for breakeven price: for a bull call spread, Breakeven = lower strike + net premium.
- Always sketch the combined payoff diagram mentally; the shape (capped, unlimited, limited‑range) indicates the correct classification.
Practice Questions
8 questions on Option Trading Strategies
What is the payoff formula for a call option at expiry?
How is the net premium of an option strategy that involves both buying and selling options calculated?
Which strategy is described as bullish‑to‑neutral, involves holding the underlying commodity and selling a call, and results in a capped upside?
In the example where a bull call spread is created by buying a 5,000 ₹ call for 250 ₹ and selling a 5,400 ₹ call for 80 ₹, what is the breakeven price at expiry?
An investor expects the commodity price to move sharply but is unsure of the direction and notes that implied volatility is high. Which option strategy is most appropriate?
If a bull call spread and a bear put spread have the same difference between strikes and the same net premium, how do their maximum profits compare?
Which neutral strategy is designed to profit when the underlying price remains near a middle strike, offering limited profit and limited loss?
Which strategy typically involves buying a longer‑term option and selling a shorter‑term option with the same strike, aiming to benefit from time decay of the short leg?
