10.8

Derivative Markets, Products and Strategies

This sub‑topic covers the landscape of derivative markets in India, the main products such as futures, options and swaps, and the common strategies employed by advisers. Understanding these concepts is essential for answering exam questions on product classification, payoff calculations and regulatory requirements. The content links directly to SEBI regulations and typical client scenarios you will face as an Investment Adviser.

Learning Objectives

  • 1Identify the four major derivative products and their key features.
  • 2Compute payoff for futures and plain‑vanilla options using standard formulas.
  • 3Explain how derivatives are used for hedging, speculation and arbitrage.
  • 4Recall SEBI margin and reporting rules relevant to derivative advice.

Derivative Market Overview

Derivatives are financial contracts whose value is derived from an underlying asset such as equity indices, commodities, currencies or interest rates. In India, the primary exchanges are NSE and BSE for equity derivatives and MCX for commodity derivatives.

The market provides tools for risk transfer, price discovery and portfolio efficiency. For the NISM exam, you must know the difference between exchange‑traded derivatives (ETDs) and over‑the‑counter (OTC) contracts, as SEBI regulates ETDs more tightly.

Exam questions often test the ability to match a client need (e.g., protecting a portfolio from a market fall) with the appropriate derivative product. Remember that the underlying, contract size and settlement mechanism are always specified in the product definition.

  • Derivative = contract whose payoff depends on an underlying.
  • ETD vs OTC distinction is a frequent exam focus.
ℹ️Exam Trap – Definition Confusion

Students sometimes treat any leveraged instrument as a derivative. Only contracts whose payoff is mathematically linked to an underlying (futures, options, swaps, forwards) qualify. Leveraged ETFs are not derivatives per SEBI.

Key Derivative Products

Futures are standardized contracts to buy or sell an asset at a predetermined price on a future date. They are exchange‑traded, have daily mark‑to‑market, and require margin deposits.

Options give the holder the right, but not the obligation, to buy (call) or sell (put) the underlying at a strike price before or at expiry. The buyer pays a premium, while the seller (writer) receives it.

Forwards are OTC equivalents of futures, customized in terms of quantity, maturity and settlement. They lack daily margining, so counter‑party risk is higher.

Swaps involve exchanging cash flows, commonly interest‑rate or equity‑linked. An interest‑rate swap exchanges a fixed rate for a floating rate, helping corporates manage funding costs.

Comparison of Major Derivative Products

ProductPrimary UseKey Feature
FuturesStandardized hedging/speculationExchange‑traded, daily mark‑to‑market, margin required
OptionsLimited‑risk exposure, strategic positionsRight but not obligation, premium paid
ForwardsCustomized hedging for corporatesOTC, no daily margin, higher counter‑party risk
SwapsInterest‑rate or equity cash‑flow exchangeBilateral cash‑flow swap, usually OTC

Futures and Forwards

Both futures and forwards lock in a price today for a transaction that will occur later. The main difference lies in standardisation and clearing. Futures are listed on NSE/BSE, have a fixed contract size (e.g., Nifty 75 units per lot), and are settled through the clearing corporation.

Forwards are privately negotiated between two parties. Because they are not cleared, the parties must manage credit exposure, often through collateral agreements.

In the exam, you may be asked to calculate the profit or loss on a futures position or to identify which product is suitable for a client needing a bespoke settlement date. Remember the daily mark‑to‑market process for futures – gains and losses are realised each trading day.

Formula: Futures Payoff
(STF0)×Q(S_T - F_0) \times Q

Where:

S_T= Spot price of the underlying at expiry (₹)
F_0= Futures price at the time of contract initiation (₹)
Q= Contract size (number of units per lot)

Worked Example

Given S_T = 12,000 ₹, F_0 = 11,500 ₹, Q = 75 units (one Nifty lot): Step 1: Payoff = (12,000 - 11,500) × 75 Step 2: Payoff = 500 × 75 = 37,500 ₹ Verification: (12,000 - 11,500) × 75 = 37,500 ₹.

Options

Options are distinguished by their type (call or put) and style (American or European). The payoff for the holder depends on the relationship between the spot price at expiry (S_T) and the strike price (K).

A call option payoff is max(0, S_T - K) multiplied by the contract size. A put option payoff is max(0, K - S_T) × contract size. The premium paid upfront is a cost, not part of the payoff calculation.

Exam questions frequently present a scenario and ask for the net profit, which requires subtracting the premium from the payoff. Confusing premium with payoff is a common mistake.

Formula: Call Option Payoff
max(0,  STK)×Q\max\bigl(0,\;S_T - K\bigr) \times Q

Where:

S_T= Spot price at expiry (₹)
K= Strike price (₹)
Q= Number of shares per contract

Worked Example

Given S_T = 1,200 ₹, K = 1,150 ₹, Q = 100 shares: Step 1: Intrinsic value = max(0, 1,200 - 1,150) = 50 ₹ Step 2: Payoff = 50 × 100 = 5,000 ₹ Verification: max(0,1,200-1,150) × 100 = 5,000 ₹.

Payoff Profile of a Long Call Option (Strike = 1,150)

ℹ️Premium vs. Payoff

The premium is a sunk cost for the option buyer. When the exam asks for "net profit," subtract the premium from the payoff; otherwise, the payoff alone is sufficient.

Swaps

Swaps are bilateral agreements to exchange cash flows based on different financial indices. The most common in India are interest‑rate swaps where one leg pays a fixed rate and the other pays a floating rate (e.g., MIBOR).

Equity swaps allow investors to receive the total return of an equity index while paying a financing cost. These are OTC products and therefore fall under SEBI's "Derivative Market Advisory" guidelines.

For the exam, know the basic structure, why a corporate might prefer a swap over a loan, and the regulatory requirement to disclose swap exposure in the client’s risk profile.

Derivative Strategies

Advisers use derivatives for three core strategies: hedging, speculation, and arbitrage. Hedging reduces unwanted market risk, speculation seeks profit from price movements, and arbitrage exploits price differentials across markets.

Common hedging structures include buying index futures to protect a long equity portfolio or buying put options for downside protection. Speculative strategies might involve writing covered calls to generate premium income.

Arbitrage examples include cash‑and‑carry (buying the spot and selling a futures contract) and reverse cash‑and‑carry. The exam often tests the logic behind why a strategy is appropriate, not just the calculation.

Example: Hedging an Equity Portfolio with Index Futures

Scenario

Ramesh holds a ₹10 million portfolio of Nifty‑50 stocks. He expects a short‑term market correction and wants to protect the portfolio for the next three months. SEBI allows a maximum of 20% margin on futures contracts.

Solution

Step 1: Determine the number of Nifty futures lots needed. Nifty spot = 12,000 ₹, one lot = 75 units, contract value = 12,000 × 75 = ₹900,000. Required hedge = ₹10,000,000 ÷ 900,000 ≈ 11.11 lots → round to 11 lots. Step 2: Compute margin requirement: 20% of 11 lots × 900,000 = 0.20 × 9,900,000 = ₹1,980,000. Step 3: Ramesh sells 11 Nifty futures contracts. If the market falls to 11,500 ₹, each lot loses (12,000‑11,500)×75 = 37,500 ₹. Total loss on futures = 11 × 37,500 = ₹412,500, which offsets the portfolio loss. Step 4: Net effect: Portfolio loss ≈ ₹500,000 (5% drop) minus futures gain of ₹412,500 = ₹87,500 net loss, far less than the unhedged loss.

Conclusion

The example shows how a simple futures hedge reduces downside risk while staying within SEBI margin limits, a typical NISM scenario.

Regulatory & Risk Framework

SEBI regulates all exchange‑traded derivatives under the Securities Contracts (Regulation) Act, 1956. Key requirements include a minimum margin, daily mark‑to‑market, and reporting of large positions (≥0.5% of the underlying's free float).

Advisers must disclose the risk profile of derivative products, ensure suitability, and maintain records for at least five years. Failure to comply can attract penalties under SEBI (Circulars on Derivative Market Conduct).

From a risk‑management perspective, understand counter‑party risk (higher for forwards and swaps), liquidity risk (especially for thinly traded contracts), and basis risk (difference between the hedge instrument and the underlying exposure).

ℹ️Margin Misconception

Students often assume margin is the same as the premium. Margin is a collateral to cover potential losses on futures, whereas premium is the cost paid for an option right.

Exam Takeaways

  • Derivatives are contracts whose payoff depends on an underlying asset; ETDs are exchange‑traded, OTC contracts are not.
  • Futures payoff = (Spot at expiry - Futures price) × Contract size; margin is required daily.
  • Call option payoff = max(0, Spot - Strike) × Contract size; put payoff is analogous; premium is a cost, not part of payoff.
  • Swaps exchange cash flows (fixed vs floating); they are OTC and subject to SEBI disclosure norms.
  • Common strategies: hedging (protect portfolio), speculation (profit from moves), arbitrage (exploit price differentials).
  • SEBI mandates minimum margin, daily mark‑to‑market, and position reporting; advisers must ensure product suitability.
  • Key exam traps: confusing premium with payoff, ignoring margin requirements, and mixing up futures with forwards.

Practice Questions

8 questions on Derivative Markets, Products and Strategies

1

What is the defining characteristic of a derivative contract?

2

Which of the following derivative products is an over‑the‑counter (OTC) contract?

3

A Nifty futures contract has a futures price of ₹11,500, a spot price at expiry of ₹12,000 and a contract size of 75 units. What is the payoff to the long position?

4

Which statement correctly distinguishes margin from premium in derivative trading?

5

Ramesh wants to hedge a ₹10 million equity portfolio using Nifty futures where each lot’s contract value is ₹900,000. How many full lots should he sell?

6

Under SEBI regulations, large derivative positions must be reported when they reach at least what percentage of the underlying's free float?

7

Buying index futures to protect a long equity portfolio is an example of which derivative strategy?

8

Which of the following statements about swaps is true?

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