10.1

Basics of Derivatives

This sub‑topic introduces the fundamental concept of derivatives, their purpose, and why they are essential for an Investment Adviser. Understanding basics helps you answer definition, classification and payoff questions that appear frequently in the NISM Series X‑A exam. It also sets the stage for later topics on hedging and regulatory compliance.

Learning Objectives

  • 1Define a derivative and identify its underlying asset.
  • 2Explain the key components of a derivative contract.
  • 3Classify the main types of derivatives used in Indian markets.
  • 4Calculate basic payoff for futures and options.

What is a Derivative?

A derivative is a financial instrument whose value is derived from the price of an underlying asset such as equities, indices, commodities, currencies or interest rates. The contract itself does not have intrinsic value; it merely reflects changes in the underlying.

Derivatives enable market participants to transfer risk, speculate on price movements, or arbitrage price differentials. For an Investment Adviser, knowing why a client would use a derivative is crucial for suitability assessment under SEBI (Investment Advisers) Regulations.

In the NISM exam, you will often be asked to identify the underlying, distinguish between a derivative and its underlying, or select the correct definition from multiple choices. Remember: the derivative is the contract; the underlying is the asset that drives its price.

  • Derivatives are contracts, not assets.
  • Underlying can be a single security, a basket, or a rate.

Key Components of a Derivative

Every derivative contract contains a set of standardized components: the underlying asset, the contract size (e.g., 75 NIFTY points per futures contract), the expiry date, and the settlement mechanism (physical or cash).

The strike price (for options) or the initial price (for futures) determines the payoff at expiry. Margin requirements, either initial or variation, are also part of the contract and are mandated by the exchange and SEBI.

Exam tip: questions often mix these components. Identify each term in the stem before choosing an answer. A common mistake is to treat the strike price as a “premium”; the premium is the price paid to acquire the option, not the strike itself.

Types of Derivatives

The three primary categories of derivatives used in Indian markets are futures, options, and swaps. Futures are standardized contracts obligating the buyer and seller to transact at a pre‑determined price on a future date. Options give the holder a right, but not an obligation, to buy (call) or sell (put) the underlying at a specified strike price.

Swaps are over‑the‑counter (OTC) agreements where two parties exchange cash flows based on different financial variables, the most common being interest‑rate swaps. While futures and options are exchange‑traded and have daily mark‑to‑market, swaps are customized and settled according to the contract terms.

For the exam, remember the key distinction: futures = obligation, options = right, swaps = exchange of cash flows. Questions may present a scenario and ask you to label the derivative type; focus on the presence or absence of an obligation.

Comparison of Major Derivative Types in India

FeatureFuturesOptionsSwaps
UnderlyingStandardized (e.g., NIFTY, gold)Standardized (e.g., NIFTY, stocks)Custom (any rate, currency, commodity)
ObligationBoth parties must settleHolder has right, not obligationBoth parties exchange cash flows as per schedule
SettlementPhysical or cash, daily mark‑to‑marketCash settlement of premium; exercise may be physicalTypically cash‑settled at each payment date
Typical UsersSpeculators, hedgers (farmers, exporters)Retail investors, hedgers, portfolio managersCorporates, banks, institutional investors

Futures Contracts

A futures contract is an exchange‑traded agreement to buy or sell an underlying asset at a predetermined price on a specific future date. The contract size, tick size, and expiry are standardized by the exchange (e.g., NSE). Because the contract is marked‑to‑market daily, gains and losses are settled each trading day through the margin account.

The payoff for a long futures position at expiry is simply the difference between the spot price at expiry (S_T) and the futures price at initiation (F_0). If S_T > F_0, the long trader profits; if S_T < F_0, the trader incurs a loss. The short position has the opposite payoff.

Exam relevance: NISM frequently asks for the formula of futures payoff, the impact of margin, and the difference between cash‑settled and physically settled contracts. Do not confuse the initial margin (collateral) with the eventual payoff.

Formula: Futures Payoff (Long Position)
PayoffLong=STF0Payoff_{Long} = S_{T} - F_{0}

Where:

S_{T}= Spot price of the underlying at contract expiry (₹)
F_{0}= Futures price at the time of contract initiation (₹)

Worked Example

Given F_{0}=50 and S_{T}=55: Step 1: Payoff_{Long} = 55 - 50 Step 2: Payoff_{Long} = 5 Verification: 55 - 50 = 5.

⚠️Margin vs. Payoff – Common Exam Trap

Students often think the initial margin is the profit or loss. Remember, margin is only a security deposit; the actual profit/loss is calculated using the payoff formula after settlement.

Options Contracts

An option provides the holder the right, but not the obligation, to buy (call) or sell (put) the underlying asset at a predetermined strike price (K) on or before expiry. The price paid for this right is called the premium. Options are also exchange‑traded in India, with standard contract specifications for indices (e.g., NIFTY) and stocks.

The payoff for a long call option is the excess of the spot price over the strike, if positive; otherwise it is zero. Conversely, the long put payoff is the excess of the strike over the spot price, if positive. These payoff structures are central to many NISM questions on option valuation and breakeven analysis.

Exam tip: always separate the premium (cost) from the payoff. A question may give the premium and ask for the net profit; subtract the premium from the payoff to obtain the correct answer.

Formula: Option Payoff – Long Call
PayoffLong Call=max(0,  STK)Payoff_{Long\ Call} = \max\left(0,\; S_{T} - K\right)

Where:

S_{T}= Spot price of the underlying at expiry (₹)
K= Strike price of the option (₹)

Worked Example

Given K=100 and S_{T}=110: Step 1: Compute S_{T} - K = 110 - 100 = 10 Step 2: Payoff = max(0,10) = 10 Verification: max(0,110-100) = 10.

Formula: Option Payoff – Long Put
PayoffLong Put=max(0,  KST)Payoff_{Long\ Put} = \max\left(0,\; K - S_{T}\right)

Where:

K= Strike price of the option (₹)
S_{T}= Spot price of the underlying at expiry (₹)

Worked Example

Given K=120 and S_{T}=105: Step 1: Compute K - S_{T} = 120 - 105 = 15 Step 2: Payoff = max(0,15) = 15 Verification: max(0,120-105) = 15.

ℹ️Intrinsic Value vs. Time Value

A frequent mistake is to treat the option payoff as the total option value. The payoff ignores the premium (time value). Net profit = Payoff - Premium. Always subtract the premium when the question asks for profit or breakeven.

Regulatory Framework for Derivatives

In India, derivatives are regulated by SEBI under the Securities Contracts (Regulation) Act, 1956 and the SEBI (Derivatives) Regulations, 2015. All exchange‑traded derivatives must be cleared through a Central Counterparty (CCP) and are subject to position limits, margin requirements, and reporting obligations.

Investment Advisers must ensure that any derivative recommendation complies with the client’s risk profile, investment objectives, and suitability guidelines prescribed by SEBI (Investment Advisers) Regulations, 2017. Non‑compliance can lead to penalties, suspension of registration, or disgorgement of fees.

Exam focus: questions may ask about the role of SEBI, mandatory disclosures, or the difference between exchange‑traded and OTC derivatives. Remember that swaps are OTC and therefore fall under separate reporting norms (e.g., reporting to RBI for certain interest‑rate swaps).

Approximate Market Share of Derivative Types in India (2023)

Practical Application & Risk Management

Derivatives are primarily used for hedging (risk mitigation), speculation (profit from price movements), and arbitrage (exploiting price differentials). An Investment Adviser should evaluate the client’s exposure and recommend the appropriate instrument – for example, using NIFTY futures to hedge a portfolio’s equity exposure.

When advising on derivatives, consider the client’s risk tolerance, investment horizon, and liquidity needs. The adviser must also disclose the potential for margin calls, leverage effect, and the possibility of total loss of premium in options.

Exam tip: scenario‑based questions often describe a client’s objective and ask which derivative is most suitable. Match the objective (hedge vs. speculate) with the instrument’s payoff profile and regulatory constraints.

Example: Hedging Equity Portfolio with NIFTY Futures

Scenario

An HNI holds a ₹10,00,000 equity portfolio that closely tracks the NIFTY index. The client expects a short‑term market correction and wants to protect the portfolio for the next 2 months. The current NIFTY futures price (March contract) is 18,000 points, and each contract represents ₹75 per point.

Solution

Step 1: Determine the number of futures contracts needed: Portfolio value ÷ (Futures price × contract multiplier) = 10,00,000 ÷ (18,000 × 75) ≈ 0.74 ≈ 1 contract (round to nearest whole contract). Step 2: Sell 1 NIFTY futures contract to create a short position. Step 3: If the index falls to 17,500 at expiry, the futures payoff for the short position = F_0 - S_T = 18,000 - 17,500 = 500 points. Monetary gain = 500 × 75 = ₹37,500, offsetting the portfolio loss. Step 4: If the index rises, the client incurs a loss on the futures but benefits from portfolio appreciation. The net effect depends on the magnitude of the move, illustrating the hedge’s effectiveness.

Conclusion

Using a single NIFTY futures contract hedges approximately 74% of the portfolio value, reducing downside risk while preserving upside potential. This type of calculation is frequently tested in the NISM exam.

Exam Takeaways

  • A derivative derives its value from an underlying asset; the contract itself has no intrinsic value.
  • Key components: underlying, contract size, expiry, settlement, and margin (for exchange‑traded contracts).
  • Futures: obligate both parties; payoff = Spot at expiry – Futures price at initiation.
  • Options: give a right, not an obligation; long call payoff = max(0, Spot – Strike), long put payoff = max(0, Strike – Spot).
  • Always subtract the option premium to obtain net profit; premium represents time value.
  • SEBI regulates exchange‑traded derivatives; advisers must ensure suitability and disclose risks.
  • Futures are best for hedging directional exposure; options add flexibility but involve premium cost.
  • Remember the market‑share percentages (Futures ~45%, Options ~35%, Swaps ~20%) for comparative questions.

Practice Questions

8 questions on Basics of Derivatives

1

What is a derivative?

2

Which of the following is NOT listed as a standardized component of a derivative contract in the study material?

3

An exchange‑traded agreement that obligates the buyer to purchase the underlying at a predetermined price on a future date is a:

4

If a long futures position is entered at F0 = ₹48 and the spot price at expiry is ST = ₹55, what is the payoff?

5

A trader buys a call option with strike K = ₹100, pays a premium of ₹4, and at expiry the spot price is ₹108. What is the trader’s net profit?

6

An HNI with a ₹10,00,000 portfolio wants to hedge using NIFTY futures. The futures price is 18,000 points and the contract multiplier is ₹75 per point. How many whole contracts should be sold?

7

Which derivative type described in the material involves an over‑the‑counter agreement where two parties exchange cash flows?

8

According to the study material, what approximate market‑share percentage does the futures segment hold in India?

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