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Unit study guide · NISM Series XIII

Introduction to Forwards and Futures

20 questions in this unit

What this unit covers

Key ideas

From the practice bank · 1

Which description best explains a forward contract agreed between two counterparties today?

A forward fixes the terms of a future transaction through an agreement between counterparties. Remember: Forwards specify a transaction for a later date.

Hint Common mistake: Do not mistake a future-dated contract for debt ownership. Think about fixing transaction terms in advance.

XIII-031

From the practice bank · 2

Which feature is commonly associated with exchange-traded futures?

Futures are commonly marked to market so gains and losses are settled through the clearing process. Remember: Futures normally involve daily settlement of value changes.

Hint Common mistake: Do not assume a futures buyer pays the full underlying value. Consider how clearing manages changes in value.

XIII-032

From the practice bank · 3

A trader holding a long futures contract benefits directly when the futures settlement price does what?

A long futures position gains when the futures price rises relative to its entry price. Remember: Long futures positions have positive price exposure.

Hint Common mistake: Do not reverse long and short payoff directions. Recall the payoff direction of a long position.

XIII-033

From the practice bank · 4

Which price movement creates a gain for a short futures position, ignoring costs?

A short futures position gains when it can be closed at a lower futures price. Remember: Short futures gain from declining contract prices.

Hint Common mistake: A short future is different from a long future. Compare the sale price with the later closing price.

XIII-034

From the practice bank · 5

What normally happens to the gap between spot and futures prices as a contract approaches expiry?

Under consistent settlement terms, futures and underlying spot prices normally converge toward . Remember: Expiry generally drives spot-futures convergence.

Hint Common mistake: Do not expect a large persistent arbitrage gap at final settlement. Think about delivery or final settlement at expiry.

XIII-035

From the practice bank · 6

In a futures contract, what does contract size specify?

specifies the underlying quantity or notional exposure defined by the contract specification. Remember: Contract size scales both profit and loss.

Hint Common mistake: Do not confuse notional exposure with the . Identify what one contract represents.

XIII-036

From the practice bank · 7

A trader buys one futures contract at ₹110 and exits at ₹118. The contract covers 100 units. What is the gross profit?

Gross profit = (₹118 − ₹110) × 100 = ₹800. Remember: Multiply the price difference by contract quantity.

Hint Common mistake: Do not confuse contract turnover with profit. Calculate movement per unit and scale it by quantity.

XIII-037

From the practice bank · 8

A short futures position of 50 units is entered at ₹210 and closed at ₹204. What is the gross profit?

Gross profit = (₹210 − ₹204) × 50 = ₹300. Remember: Short futures profit from lower closing prices.

Hint Common mistake: Do not use the long-position payoff formula for shorts. For a short position, compare entry sale price with exit purchase price.

XIII-038

From the practice bank · 9

Which important risk is generally greater in a bilateral forward than a centrally cleared futures contract?

A bilateral forward has direct counterparty credit exposure, while central clearing helps manage that risk in futures. Remember: Clearing reduces, rather than removes, counterparty exposure.

Hint Common mistake: Do not equate standardization with absence of risk. Compare who is responsible for performance.

XIII-039

From the practice bank · 10

A non-dividend-paying asset trades at ₹1,000. With simple annual financing at 8%, what is its six-month theoretical futures price?

Simple cost-of-carry price = ₹1,000 × (1 + 0.08 × 0.5) = ₹1,040. Remember: Futures pricing includes the cost of carrying an asset.

Hint Common mistake: Use the correct time fraction in a carry calculation. Account for financing over only half a year.

XIII-040

From the practice bank · 11

A currency futures contract represents USD 1,000. Its quoted price rises by ₹0.40 per dollar. What is the long position's gain?

Gain in rupees = 1,000 × ₹0.40 = ₹400. Remember: Currency futures payoff uses the contract's quotation units.

Hint Common mistake: Check whether profit is expressed in rupees or dollars. Scale the rupee movement by the dollar quantity.

XIII-041

From the practice bank · 12

What is the main purpose of marking a futures position to market each day?

Mark-to-market settlement credits and debits positions for changes in their futures value. Remember: Daily settlement recognizes gains and losses.

Hint Common mistake: Do not confuse daily settlement with contract expiry. Think about daily gains and losses.

XIII-042

From the practice bank · 13

What does the basis of an equity futures contract most commonly compare?

Basis is a defined difference between the spot and futures price, with the sign depending on the convention used. Remember: Basis captures the spot-futures relationship.

Hint Common mistake: State the basis sign convention before calculating it. Think about cash-versus-futures price difference.

XIII-043

From the practice bank · 14

A futures contract has a tick size of 0.01 and a quantity of 2,000 units. What is one tick worth?

One tick value = 0.01 × 2,000 = ₹20, assuming rupee quotation per unit. Remember: Tick value depends on price increment and contract quantity.

Hint Common mistake: A small tick size can represent a sizable contract change. Multiply minimum quoted change by contract quantity.

XIII-044

From the practice bank · 15

In deliverable interest-rate futures, what is the purpose of a conversion factor?

A conversion factor adjusts eligible bonds for differences in their characteristics when calculating delivery terms. Remember: Conversion factors assist delivery comparison.

Hint Common mistake: Do not confuse the factor with a guaranteed bond price. Consider why eligible bonds need comparability.

XIII-045

From the practice bank · 16

Under covered interest rate parity, what mainly links a currency forward rate to the spot rate?

Covered interest rate parity relates spot and forward rates through the two currencies' financing rates. Remember: Interest-rate differences influence theoretical forward rates.

Hint Common mistake: Use the correct domestic and foreign rate convention. Think about borrowing and lending in both currencies.

XIII-046

From the practice bank · 17

A deliverable bond has a conversion factor of 0.92. The futures price is 110 and accrued interest is 1.5 per ₹100 face. What invoice amount applies per ₹100 face?

Invoice amount = 110 × 0.92 + 1.5 = 102.70 per ₹100 face. Remember: Delivery invoice uses converted futures price plus accrued interest.

Hint Common mistake: Do not add accrued interest before applying the conversion factor. Apply the bond's factor before including accrued interest.

XIII-047

From the practice bank · 18

USD/INR spot is 84. Domestic one-year interest is 6% and dollar interest is 2%. What is the theoretical one-year forward rate?

Forward = 84 × (1.06 ÷ 1.02) = approximately ₹87.29 per USD. Remember: Forward points reflect relative currency financing.

Hint Common mistake: Do not interchange domestic and foreign interest rates. Match the domestic and foreign financing rates to the exchange quote.

XIII-048

From the practice bank · 19

A share trades at ₹500 with simple annual funding cost of 10%. A known ₹10 cash dividend is paid at expiry in six months. What theoretical futures price follows?

Theoretical price = ₹500 × (1 + 0.10 × 0.5) − ₹10 = ₹515, assuming the dividend is paid exactly at expiry. Remember: Known payouts reduce futures fair value.

Hint Common mistake: Dividend timing matters in a full cost-of-carry model. Include both financing cost and a known cash distribution.

XIII-049

From the practice bank · 20

Two government bonds are eligible for delivery into the same futures contract. One delivers at lower net economic cost. Which bond is cheapest to deliver?

The cheapest-to-deliver bond minimizes the economic cost of satisfying the delivery obligation after relevant adjustments. Remember: Delivery choice depends on adjusted economics.

Hint Common mistake: Do not rank eligible bonds using coupon rate alone. Compare market acquisition cost with adjusted invoice proceeds.

XIII-050
Expiry Day

Expiry day is the last day on which a derivative contract can be traded.

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Lot Size

Lot size is the number of units of the underlying that one derivatives contract stands for.

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Margin

Margin is the money a participant must keep in place to carry a leveraged position.

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