Equity, Currency and Commodity Derivatives
This sub‑topic covers Equity, Currency and Commodity Derivatives, the three major categories of futures contracts traded in India. Understanding their characteristics, pricing and regulatory framework is essential for the NISM Series X‑A exam. The content links each derivative type to SEBI rules and typical market practice, helping learners answer definition, calculation and risk‑management questions.
Learning Objectives
- 1Identify the underlying assets and key features of equity, currency and commodity futures.
- 2Explain the cost‑of‑carry model used to price futures contracts.
- 3Calculate profit/loss and margin requirements for a futures position.
- 4Recall SEBI regulations and common exam traps related to derivatives.
1. Overview of Derivatives
Derivatives are financial instruments whose value is derived from an underlying asset such as a stock, a currency pair or a commodity. In the Indian market, the most widely traded derivatives are futures contracts, which obligate the holder to buy or sell the underlying at a pre‑determined price on a future date.
The NISM exam expects candidates to distinguish between the three broad categories – equity, currency and commodity futures – because each category follows different contract specifications, settlement mechanisms and regulatory nuances. Knowing these differences helps you answer both conceptual and calculation‑based questions.
From an advisory perspective, an Investment Adviser must assess the suitability of each derivative type for a client, taking into account risk tolerance, investment horizon and regulatory limits set by SEBI.
2. Classification of Derivatives
Derivatives are classified primarily by the nature of the underlying asset. Equity derivatives have shares or indices as their base, currency derivatives are based on foreign‑exchange pairs, and commodity derivatives involve physical commodities like gold, crude oil or agricultural produce.
Each class follows a specific contract unit (lot size), tick size, and settlement type (physical vs cash). For example, equity futures on the NSE are cash‑settled, whereas many commodity futures on the MCX are physically settled, meaning the actual commodity may be delivered on expiry.
Exam questions often test your ability to match a contract specification to its derivative class, so memorising the typical lot sizes and settlement methods is crucial.
Students frequently confuse the lot size of equity futures with that of commodity futures. Remember: equity lot sizes are usually expressed in number of shares, while commodity lot sizes are expressed in metric units (kg, litres, etc.).
Key differences among Equity, Currency and Commodity Futures
| Derivative Type | Typical Underlying | Settlement Type | Common Exchange |
|---|---|---|---|
| Equity Futures | Shares / Stock Index | Cash Settlement | NSE / BSE |
| Currency Futures | FX Pair (e.g., USD/INR) | Cash Settlement | NSE / MCX |
| Commodity Futures | Gold, Crude Oil, Wheat | Physical or Cash | MCX |
3. Equity Derivatives
Equity futures allow investors to take a position on the future price of a listed share or an index such as NIFTY 50. The contract unit is defined in terms of the number of shares (e.g., 75 shares per lot for Reliance Industries). The tick size is typically ₹0.05 per share, translating to a monetary tick value of ₹3.75 per lot.
Because settlement is cash‑based, no physical delivery of shares occurs at expiry. Instead, the final cash settlement amount equals the difference between the futures price at expiry and the spot price of the underlying, multiplied by the contract size.
Advisors use equity futures for directional bets, hedging equity exposure, or arbitrage. The exam often asks for the calculation of profit/loss, margin requirement, or the effect of a change in spot price on the futures price.
4. Currency Derivatives
Currency futures are contracts on foreign‑exchange pairs, the most common being USD/INR. The contract unit is expressed in foreign currency (e.g., 12,500 USD per lot). The tick size is usually 0.05 INR per USD, giving a monetary tick value of ₹625 per lot.
All Indian currency futures are cash‑settled, and the settlement price is the closing spot rate on the expiry day as declared by the exchange. This eliminates the need for actual currency delivery, simplifying the process for Indian investors.
Key exam topics include calculating the mark‑to‑market (MTM) impact of exchange‑rate movements, understanding the role of forward points, and recognising SEBI’s position limits for currency contracts.
5. Commodity Derivatives
Commodity futures cover a wide range of physical goods, from precious metals like gold to energy products such as crude oil, and agricultural items like wheat. The contract unit varies by commodity – for gold it is 1 kg per lot, for crude oil it is 1 metric tonne.
Unlike equity and currency futures, many commodity contracts on the Multi Commodity Exchange (MCX) are physically settled. If a trader holds a long position until expiry, they must arrange for delivery of the commodity, unless they close the position beforehand.
Exam questions may test you on the distinction between cash‑settled and physically settled contracts, the impact of storage costs (known as "carry"), and the calculation of the futures price using the cost‑of‑carry model.
6. Pricing of Futures – Cost of Carry Model
Where:
F= Futures price at expiry (₹)S= Current spot price of the underlying (₹)r= Risk‑free interest rate per annum (decimal)u= Storage/holding cost per annum (decimal)d= Convenience yield or dividend yield per annum (decimal)T= Time to expiry in yearsWorked Example
Given S = 1,500, r = 0.06, u = 0.02, d = 0.01, T = 0.5 years: Step 1: Compute (1 + r + u - d) = 1 + 0.06 + 0.02 - 0.01 = 1.07 Step 2: Raise to the power T: 1.07^{0.5} \approx 1.034 Step 3: Multiply by spot: F = 1,500 \times 1.034 = 1,551 Verification: 1,500 \times (1 + 0.06 + 0.02 - 0.01)^{0.5} = 1,551.
The cost‑of‑carry model links the futures price to the spot price by accounting for financing cost (r), storage or holding cost (u), and any benefit from holding the asset such as dividends or convenience yield (d). For equity futures, the dividend yield replaces the convenience yield, while for commodities, storage costs dominate.
In the NISM exam, you may be given the spot price, interest rate and dividend yield and asked to compute the fair futures price. Remember to convert percentages to decimals and to adjust the time to expiry in years (e.g., 3 months = 0.25 years).
Common mistakes include forgetting to subtract the dividend yield for equity futures or using a daily rate instead of an annual rate. The formula above is the only one you need for pricing calculations in this sub‑topic.
When pricing equity futures, many candidates add the dividend yield instead of subtracting it. The correct adjustment is (r + u - d). Forgetting the minus sign inflates the futures price and leads to a wrong answer.
7. Mark‑to‑Market (MTM) and Profit/Loss Calculation
Futures contracts are marked‑to‑market daily. The MTM profit or loss equals the change in the futures price multiplied by the contract size. If the price moves in your favour, the exchange credits your account; if it moves against you, the amount is debited.
Initial margin is the security deposit required to open a position, while variation margin covers daily MTM fluctuations. SEBI mandates a minimum initial margin of 5‑10% of the contract value for most futures, but the exact percentage is set by the exchange.
Exam questions often present a scenario with an opening futures price, a closing price, and the contract size, asking you to compute the net profit or loss and the resulting margin balance.
Scenario
An investor buys one lot of Reliance Industries Ltd. (RIL) equity futures. The lot size is 75 shares. The opening futures price is ₹2,200 per share and the closing price after two days is ₹2,250 per share. The exchange requires an initial margin of 8% of the contract value.
Solution
Step 1: Compute contract value at entry: 2,200 × 75 = ₹165,000. Step 2: Initial margin = 8% × 165,000 = ₹13,200. Step 3: Price change = 2,250 – 2,200 = ₹50 per share. Step 4: Profit = 50 × 75 = ₹3,750. Step 5: Final margin balance = Initial margin + Profit = 13,200 + 3,750 = ₹16,950. The investor makes a profit of ₹3,750 and his margin account is credited accordingly.
Conclusion
The example shows how a simple price movement translates into profit through the contract size and how the margin account reflects the MTM gain.
8. Regulatory Framework & Exam Tips
SEBI regulates all derivatives trading in India through the Securities and Exchange Board of India (Derivatives) Regulations, 2016. Key provisions include mandatory client eligibility criteria, position limits, and the requirement for clearing members to maintain a default fund.
Advisors must ensure that clients are classified as "qualified investors" for commodity futures and must disclose the risks associated with leverage. The exam frequently asks for the statutory minimum margin, the role of the clearing corporation, or the penalty for breach of position limits.
Memory aid: "C‑L‑P" – Clearing corporation, Leverage limits, Position limits. Remember these three pillars when answering regulation‑related questions.
Average Daily Turnover (in crore INR) – 2023
⭐Exam Takeaways
- Equity, currency and commodity futures differ in underlying asset, contract unit and settlement type – memorise the typical lot sizes.
- Futures price = Spot × (1 + r + u - d)^{T}; subtract dividend yield for equities and add storage cost for commodities.
- Profit/Loss = (Closing Futures Price – Opening Futures Price) × Contract Size; daily MTM updates the margin account.
- SEBI mandates a minimum initial margin of 5‑10% of contract value and enforces position limits for each derivative class.
- Common exam traps: forgetting to subtract dividend yield, mixing up lot size units, and assuming physical delivery for cash‑settled contracts.
Practice Questions
8 questions on Equity, Currency and Commodity Derivatives
What type of underlying asset is used for currency futures in India?
What is the typical settlement type for equity futures traded on the NSE?
Using the cost‑of‑carry model, calculate the futures price when S = ₹1,500, r = 6%, u = 2%, d = 1%, and T = 0.5 years.
If the tick size for an equity future is ₹0.05 per share and the lot size is 75 shares, what is the monetary tick value per lot?
An investor buys one lot (75 shares) of Reliance equity futures at ₹2,200 per share. The price rises to ₹2,250 per share. If the exchange requires an initial margin of 8% of the contract value, what is the final margin balance after the price movement?
Which of the following is a common exam trap when pricing equity futures?
Which exchange is most commonly associated with commodity futures in India?
What is the range of the statutory minimum initial margin percentage mandated by SEBI for most futures contracts?
