Exam 9: Interest-Rate Forecasting and Hedging: Swaps, Financial Futures, and Options

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The basic trading unit for Treasury bonds is:

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As the global financial system becomes "smaller" through technological advances, alliances and mergers among the world's leading securities exchanges are likely to continue.

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Futures contracts are daily "marked to market" which means each day the futures exchange clearinghouse sets the price at which they will be traded.

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A perfect hedge contracts away all risk and creates a situation where any change in the market price is exactly offset by a profit or loss on the futures contract.

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Explain the meaning of the following terms:

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Which of the following is a true statement?

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Define and explain the use of the following: long hedge, short hedge and cross hedge.

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Explain the uses of the following instruments: Call options, Put options.

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Interest-rate swaps necessarily reduce credit risk.

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What are interest-rate swaps? Why were these instruments developed?

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Stock index futures make it possible to completely offset upward or downward movements in the Dow-Jones Industrial Average, but not in the Standard & Poor's 500 Stock Index.

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In order to buy an option, one must pay the writer a:

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The Europeans, through firms such as EUREX, are moving into derivatives markets that traditionally have been the province of the US Chicago Board of Trade, (CBOT) and the Chicago Mercantile Exchange CME).

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If projected money supply growth exceeds projected GNP growth, interest rates are likely to:

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In the late 1990's, Japanese government bond yields dropped to the lowest level in modern history. Reasons for this include:

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During the month just concluded, the prices of U.S. Treasury bonds fluctuated between a price of $95 (based on a $100 par value) and a price of $93. Treasury bond futures over the same period fluctuated between $92 and $88 (based on a $100 par value). How did the basis for T-bond futures contracts change over this period? What was the volatility ratio for T-bond futures for the month just ended? Using the volatility ratio you have just calculated and assuming you wish to hedge for the next 30 days $25 million in Treasury bonds that you currently hold with $100,000 denomination T-bond futures contracts maturing in 90 days, how many T-bond futures contracts will you need to buy to fully cover the $25 million in securities at risk?

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Suppose you could forecast interest rates correctly on a consistent basis. What advantages would this give to you?

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When is a partner to a swap in a long position? A short position? To what kinds of risk is each exposed to?

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What is the basic purpose of futures and options trading in securities? Where is most futures and options trading carried out?

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Under federal regulation in the U.S. commercial banks must limit their futures and options trading to hedging real risk-exposure situations.

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