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In the Chicago Board of Trade's corn futures contract, the following delivery months are available: March, May, July, September, and December. State the contract that should be used for hedging when the expiration of the hedge is in a. June b. July c. January

Short Answer

Expert verified
a. July contract; b. July contract; c. March contract.

Step by step solution

01

Identify the Closest Delivery Month

When picking a futures contract for hedging, the general rule is to choose the closest delivery month to the expiration of the hedge, without the delivery month being before the hedge expiration. This helps to minimize the basis risk.
02

Select the Contract for June Expiration

For a hedge expiring in June, the closest delivery month available on the Chicago Board of Trade's corn futures contract is July. Therefore, the July contract should be used to hedge an expiration in June.
03

Select the Contract for July Expiration

For a hedge expiring in July, the July delivery month aligns exactly. Thus, the July futures contract should be used for the hedge expiring in July.
04

Select the Contract for January Expiration

For a hedge expiring in January, the closest delivery month that is after January is March. Therefore, the March contract should be used for the hedge expiring in January.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Hedging Strategies
Hedging is a financial strategy employed to manage risk by taking an offsetting position in a related security. By using a futures contract, you can lock in the price of the underlying asset, ensuring that future price volatility does not significantly impact your financial position. When you appropriately hedge, you reduce the risk of unfavorable price changes that can lead to losses.

Futures hedging is often used by those dealing in commodities like corn, oil, or metals. It aims to stabilize the financial outcomes by locking in prices for specified delivery dates. By doing so, traders protect themselves against price fluctuations.

A practical application includes selecting the correct futures contract to match the timing of the need, aligning delivery months to hedge expiration as effectively as possible to limit exposure.
Basis Risk
Basis risk arises due to the imperfect correlation between the price movement of the security being hedged and the futures contract. While one might hope that the two prices would move in tandem, fluctuations typically result due to supply-demand in the market or varied influences.

The difference between the spot price of the asset and the futures price is known as the basis. The basis can strengthen or weaken over time, introducing basis risk into the hedging strategy. To minimize this risk, it is important to select the appropriate futures contract delivery month to closely align with the hedge expiration.

For example, if a trader decides to hedge in June and chooses a July corn futures contract, the risk is reduced since the delivery month is close, but not before the hedge expiration.
Delivery Months
Delivery months refer to the predetermined standard months during which a futures contract will be executed. These months are usually set by the exchange, such as the Chicago Board of Trade (CBOT), and provide standardized timing for contract settlements.

In the case of corn futures on the CBOT, the delivery months are March, May, July, September, and December. For a trader to manage risk effectively using futures contracts, they need to select a delivery month that closely aligns with the timing of their hedge expiration. This choice helps control basis risk by ensuring that significant time does not pass between hedge expiration and contract delivery.
Chicago Board of Trade
The Chicago Board of Trade (CBOT) is a renowned futures and options exchange that operates under the CME Group umbrella. Founded in 1848, the CBOT plays a crucial role in global agricultural commodities trading. It offers a wide range of assets that can be exchanged via futures contracts.

CBOT is known for its robust infrastructure that facilitates efficient trading in agricultural commodities such as corn, soybeans, and wheat. The exchange standardizes and regulates the delivery months, ensuring consistency in trading.

For many traders, understanding the delivery months and conventions established by the CBOT is critical for successful hedging. This knowledge can optimize their strategies and minimize risks associated with timing mismatches in deliveries and financial settlements.

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Most popular questions from this chapter

A fund manager has a portfolio worth \(\$ 50\) million with a beta of \(0.87 .\) The manager is concerned about the performance of the market over the next two months and plans to use three-month futures contracts on the S\&P 500 to hedge the risk. The current index level is 1,250 , one contract is on 250 times the index, the risk-free rate is \(6 \%\) per annum, and the dividend yield on the index is \(3 \%\) per annum. The current three-month futures price is 1,259.a. What position should the fund manager take to hedge exposure to the market over the next two months? b. Calculate the effect of your strategy on the fund manager's returns if the index in two months is \(1,000,1,100,1,200,1,300,\) and \(1,400 .\) Assume that the one-month futures price is \(0.25 \%\) higher than the index level at this time.

Under what circumstances does a minimum variance hedge portfolio lead to no hedging at all?

The following table gives data on monthly changes in the spot price and the futures price for a certain commodity. Use the data to calculate a minimum variance hedge ratio.$$\begin{array}{lccccc}\hline \text { Spot price change } & +0.50 & +0.61 & -0.22 & -0.35 & +0.79 \\\\\text { Futures price change } & +0.56 & +0.63 & -0.12 & -0.44 & +0.60 \\\\\hline \text { Spot price change } & +0.04 & +0.15 & +0.70 & -0.51 & -0.41 \\\\\text { Futures price change } & -0.06 & +0.01 & +0.80 & -0.56 & -0.46 \\\\\hline\end{array}$$.

Under what circumstances are (a) a short hedge and (b) a long hedge appropriate?

Suppose that the standard deviation of quarterly changes in the prices of a commodity is \(\$ 0.65,\) the standard deviation of quarterly changes in a futures price on the commodity is \(\$ 0.81,\) and the coefficient of correlation between the two changes is \(0.8 .\) What is the optimal hedge ratio for a three-month contract? What does it mean?

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