Reading 60: Forward Markets and Contracts-LOS a 习题精选 2011, contract, forward, center, during

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Session 16: Derivative Investments: Forwards and Futures
Reading 60: Forward Markets and Contracts

LOS a: Explain how the value of a forward contract is determined at initiation, during the life of the contract, and at expiration.

 

 

The price of a forward contract:

A) must be equal to the market price at contract termination.

B) is equal to the value of the contract in equilibrium.

C) is the settlement price for the underlying asset.

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The price of a forward contract is the price of the underlying asset that the long will pay to the short at settlement (for a deliverable contract). The value of a forward contract comes from the difference between the forward contract price and the market price for the underlying asset. This difference between price and value is a key concept to understand. A forward contract has only one price, which applies to both the long and to the short.

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The theoretical price of a forward contract:

A) equals the long’s expectation of the future price of the underlying asset.

B) is always greater than the current price of the underlying asset.

C) is the no-arbitrage price.

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The theoretical price of a forward contract is the future price of the underlying asset imposed by the no-arbitrage conditions. It can be less than the current price of the asset if the cost-of-carry is negative. Accrued interest is paid by the long at delivery under a bond forward, but is not included in the price quote, which is usually in terms of yield to maturity at the settlement date.

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Which of the following best describes the price of a forward contract? The forward price is:

A) always equal to the market price at contract termination.

B) the price that makes the values of the long and short positions zero at contract initiation.

C) always expressed in dollars.

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The forward price is the contract price of the underlying asset under the terms of the forward contract, and is the price that makes the values of the long and short positions zero at contract initiation. It is not the amount it costs to purchase the forward contract. The forward price is expressed in terms of the underlying asset, and may be a dollar value, exchange rate, or interest rate. The value of a forward contract comes from the difference between the forward contract price and the market price for the underlying asset. These values are likely to be different at contract termination, which will result in a profit for either the long or the short position.

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The price of a forward contract:

A) is determined at contract initiation.

B) changes over the term of the contract.

C) depends on forward interest rates.

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The price of a forward contract is established at the initiation of the contract and is expressed in different terms, depending on the underlying assets. It is the price that makes the contract value zero, and depends on current interest rates through the cost-of-carry calculation.

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At expiration, the value of a forward contract is:

A) equal to the market price of the underlying asset.

B) always greater than or equal to zero.

C) the difference between the contract price and the market value of the underlying asset.

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In a forward contract, the long is obligated to buy, and the short is obligated to sell, the underlying asset at the contract price. The difference between the contract price and the market price of the asset is what gives the contract value. The contract has a positive value at expiration to the long/short only if the contract price is below/above the market price.

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At contract initiation, the value of a forward contract:

A) depends on the market price of the underlying asset.

B) is set to 100 by convention.

C) is typically zero regardless of the price of the underlying asset.

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Due to the no-arbitrage principle, the price of a forward contract is calculated to make the value of the contract zero at contract initiation. Neither the long nor the short typically makes any payment to enter into the forward agreement. A special case is an off-market forward where, for whatever reason, the contract price is not set equal to the no-arbitrage price, and the long or short position makes a payment to the opposite counterparty to offset the difference.

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During the life of a forward contract, the value of the contract is best described as:

A) the difference between the future value of the spot price and the expected future price of the underlying asset.

B) the difference between the spot price and the present value of the forward price of the underlying asset.

C) the present value of the expected future price of the underlying asset.

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The value of a forward contract on an asset with no cash flows during its term is equal to spot ? (forward price) / (1 + R_f)^t), the difference between the spot price and the present value of the forward price of the underlying asset.

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The contract price of a forward contract is:

A) always the present value of the expected future spot price.

B) the price that makes the contract a zero-value investment at initiation.

C) determined at the settlement date.

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The contract price can be an interest rate, discount, yield to maturity, or exchange rate. The forward price is the future value of the spot price adjusted for any periodic payments expected from the asset. An example of when the forward price may be less than the spot price is in the case of an equity index contract where the dividend yield is greater than the risk-free rate.

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The forward price in a 90-day forward contract on a non-dividend-paying stock currently (at contract initiation) selling for $55 when the 90-day risk-free rate is 5% is closest to:

A) $55.67.

B) $54.32.

C) $52.38.

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