5.8

Uses of Index Futures

This sub‑topic covers the various ways index futures are used by market participants in India. Understanding these uses is crucial for the NISM Series XVI exam because questions often test the ability to match a purpose (hedging, speculation, arbitrage, portfolio adjustment) with the correct instrument. The content links the concept to SEBI regulations and real‑world trading scenarios.

Learning Objectives

  • 1Define index futures and differentiate them from stock futures.
  • 2Explain how index futures are used for hedging, speculation, arbitrage and portfolio management.
  • 3Identify the regulatory and operational aspects that affect the use of index futures.
  • 4Apply the profit‑loss formula for index futures in a typical exam scenario.

What are Index Futures?

Index futures are standardized contracts traded on recognised exchanges (e.g., NSE) that obligate the buyer to purchase, and the seller to deliver, the value of a specific stock index (such as NIFTY 50) at a predetermined price on a future date.

Unlike stock futures, which are linked to a single equity, index futures represent a basket of stocks, making them a pure cash‑settled instrument; physical delivery of the underlying stocks never occurs.

For the NISM exam, remember that the contract size is expressed in rupees per index point (e.g., Rs 10 per point for NIFTY). This detail is frequently asked in calculation‑type questions.

  • Key feature – cash settlement based on the closing value of the index on expiry.
  • Standardised expiry – typically the last Thursday of the contract month.

Primary Uses of Index Futures

Market participants employ index futures for four main purposes: hedging against adverse movements in a portfolio, speculation to profit from expected index moves, arbitrage to exploit price differentials between the futures and the spot market, and portfolio management to adjust the beta exposure without buying or selling the underlying stocks.

Each use aligns with a distinct risk‑return profile. Hedgers seek to reduce risk, speculators accept risk for potential high returns, arbitrageurs aim for risk‑free profit, and portfolio managers use futures to fine‑tune exposure efficiently.

Exam questions often present a scenario (e.g., a mutual fund manager worried about a market dip) and ask which instrument best fits the need. Recognising the purpose‑instrument match is essential for scoring marks.

ℹ️Exam Trap – Index vs. Stock Futures

Students sometimes treat index futures as if they settle by delivering the component stocks. Remember: all Indian index futures are cash‑settled, so delivery‑related questions are irrelevant for this sub‑topic.

Hedging with Index Futures

Hedging involves taking an opposite position in index futures to offset potential losses in a physical equity portfolio. For example, if a portfolio mirrors the NIFTY 50 and the manager anticipates a short‑term market correction, selling NIFTY futures locks in the current market value.

The hedge ratio is typically calculated as the portfolio's beta multiplied by the portfolio value divided by the contract value. A beta of 1 means a one‑to‑one hedge; a beta different from 1 requires scaling the number of contracts.

In the exam, you may be asked to compute the number of contracts needed for a given portfolio value and beta. Knowing the contract size (Rs 10 per point) and the index level is vital for accurate calculations.

  • Benefit – reduces downside risk without liquidating the underlying holdings.
  • Limitation – may incur margin costs and basis risk if the index and portfolio do not move perfectly together.

Speculation and Leverage

Speculators use index futures to profit from anticipated index movements without committing the full capital required to buy the underlying stocks. Because futures require only a margin (often 10‑15% of the contract value), the effective leverage can be 6‑10 times the invested amount.

While leverage amplifies gains, it equally magnifies losses. A 2% adverse move in the index can wipe out the entire margin, leading to a margin call. The NISM exam frequently tests the concept of leverage by asking about the impact of a price move on the margin amount.

Key exam tip: always relate the percentage move in the index to the percentage change in the margin, not to the full contract value.

⚠️Common Mistake – Assuming Unlimited Losses Only for Short Positions

Both long and short futures positions can lead to unlimited losses because the index can move indefinitely in either direction. Never assume that a long position is ‘safe’ because the price cannot fall below zero.

Arbitrage Opportunities

Arbitrageurs exploit price mismatches between the index futures price and the theoretical fair value derived from the spot index, cost of carry, and interest rates. Two classic strategies are cash‑and‑carry arbitrage and reverse cash‑and‑carry arbitrage.

In cash‑and‑carry, the futures price is higher than the fair value. The trader buys the underlying basket (or an ETF replicating the index) and simultaneously sells the futures, locking in a risk‑free profit at expiry.

Reverse cash‑and‑carry works when the futures price is below the fair value. The trader sells the underlying (or shorts an ETF) and buys the futures, again earning a guaranteed return after settlement.

Comparison of Cash‑and‑Carry and Reverse Cash‑and‑Carry Arbitrage

Arbitrage TypeMarket ConditionProfit Mechanism
Cash‑and‑CarryFutures > Fair ValueBuy spot, sell futures; profit = Futures – (Spot + Carry)
Reverse Cash‑and‑CarryFutures < Fair ValueSell spot, buy futures; profit = (Spot – Carry) – Futures

Portfolio Management and Index Futures

Asset managers use index futures to quickly adjust the overall market exposure (beta) of a portfolio. By adding or reducing futures contracts, they can increase or decrease the portfolio's sensitivity to market movements without trading each constituent stock.

This technique is especially useful during rebalancing or when implementing tactical asset allocation strategies. For instance, a fund may raise its beta from 0.8 to 1.2 by buying additional futures contracts.

Exam questions may present a portfolio value, current beta, and target beta, asking for the number of contracts required. Remember to use the contract size and current index level to convert the required notional exposure into contract count.

Quarterly Returns – Index Futures vs. Spot Index (Illustrative)

Formula: Profit/Loss on Index Futures Position
(FexitFentry)×S×N(F_{exit} - F_{entry}) \times S \times N

Where:

F_{entry}= Entry futures price in index points
F_{exit}= Exit futures price in index points (closing price at settlement)
S= Contract size in rupees per index point (e.g., Rs 10 per point for NIFTY)
N= Number of futures contracts held

Worked Example

Given F_{entry}=18,500 points, F_{exit}=18,800 points, S=10 Rs/point, N=2 contracts: Step 1: Difference = 18,800 - 18,500 = 300 points Step 2: Profit per contract = 300 × 10 = 3,000 Rs Step 3: Total profit = 3,000 × 2 = 6,000 Rs Verification: (18,800 - 18,500) \times 10 \times 2 = 6,000.

Example: NISM‑Style Scenario: Hedging a Portfolio with Index Futures

Scenario

An Indian mutual fund has a portfolio value of Rs 5 crore that closely tracks the NIFTY 50. The fund manager expects a short‑term market correction and wants to hedge 80% of the portfolio value using NIFTY futures. The current NIFTY level is 18,600 points and the contract size is Rs 10 per point.

Solution

Step 1: Compute the notional value to be hedged = 0.80 × 5 crore = Rs 4 crore. Step 2: Determine the value of one futures contract = Index level × contract size = 18,600 × 10 = Rs 186,000. Step 3: Number of contracts needed = Notional hedged ÷ Contract value = 4,00,00,000 ÷ 1,86,000 ≈ 21.5, round to 22 contracts (standard practice is to round to the nearest whole contract). Step 4: The manager sells 22 NIFTY futures contracts. If the index falls to 18,200 at expiry, profit per contract = (18,600‑18,200)×10 = 4,000 Rs; total profit = 4,000 × 22 = Rs 88,000, offsetting part of the portfolio loss. Step 5: Margin requirement is typically 12% of the contract value, so initial margin ≈ 0.12 × 22 × 1,86,000 = Rs 4,92,480.

Conclusion

The example shows how to translate a desired hedge percentage into a concrete number of index futures contracts, a calculation frequently tested in the NISM exam.

Regulatory and Operational Considerations

SEBI mandates that all index futures traded on recognised exchanges must adhere to a minimum margin requirement, daily mark‑to‑market (MTM) settlement, and a standardized expiry schedule (the last Thursday of the contract month). Violation of margin rules leads to a forced square‑off by the exchange.

Margin is posted in cash and is recalculated each trading day based on price movements. The MTM process ensures that gains and losses are realised daily, preventing the accumulation of large, undisclosed exposures.

For the exam, remember that the term “premium” is not used for futures; instead, the focus is on “margin” and “MTM”. Questions may ask which of the following is NOT a feature of index futures – the correct answer will be any statement referring to premium or physical delivery.

⚠️Margin vs. Premium Confusion

Unlike options, futures do not involve a premium paid upfront. The only cash outflow at initiation is the margin, which is returned (plus/minus MTM adjustments) at expiry.

Key Advantages and Limitations

Advantages of index futures include high liquidity, low transaction costs, ability to gain instant market exposure, and efficient portfolio beta management. They also enable traders to implement sophisticated strategies such as spread trading and calendar spreads.

Limitations involve basis risk (the futures price may not move perfectly with the underlying index), the need for continuous margin monitoring, and the risk of large losses due to leverage. Moreover, regulatory changes can affect margin requirements, impacting strategy profitability.

Exam takers should be able to list at least two advantages and two limitations and identify which scenario each applies to.

Exam Takeaways

  • Index futures are cash‑settled contracts based on a stock index, with a standard contract size expressed in rupees per point.
  • Primary uses are hedging, speculation, arbitrage, and portfolio beta adjustment; each purpose has a distinct risk‑return profile.
  • Hedging requires calculating the hedge ratio (beta × portfolio value ÷ contract value) and rounding to whole contracts.
  • Profit/Loss = (F_exit – F_entry) × Contract size × Number of contracts; daily MTM settles gains and losses.
  • Arbitrage strategies (cash‑and‑carry and reverse cash‑and‑carry) exploit futures‑spot price mismatches without market direction risk.

Practice Questions

8 questions on Uses of Index Futures

1

Which statement correctly describes Indian index futures?

2

What is the standard contract size for NIFTY index futures?

3

A portfolio worth Rs 2 crore has a beta of 0.9. The current NIFTY level is 18,000 and the contract size is Rs 10 per point. Approximately how many NIFTY futures contracts are needed to hedge the portfolio?

4

If a trader’s long NIFTY futures position loses 2% in index value, what is the likely impact on the margin posted?

5

When the futures price is below its theoretical fair value, which arbitrage strategy is employed?

6

An investor bought NIFTY futures at 18,500 points and sold them at 18,800 points. If the contract size is Rs 10 per point and the investor held 3 contracts, what is the total profit?

7

A fund of Rs 3 crore has a current beta of 0.7 and wants to raise it to 1.1 using NIFTY futures. The index is at 19,000 points and the contract size is Rs 10 per point. How many futures contracts should be bought?

8

Which of the following is NOT a characteristic of Indian index futures?

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