Please Answer Question B and C: B) It's now six months later, and rates have...
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Please Answer Question B and C:
B) It's now six months later, and rates have indeed gone up. The investor's Treasury bonds are now being quoted at 95% of par, and the T-bond futures contracts used in the hedge are now trading at 96-20. Show what has happened to the value of the bond portfolio and the profit (or loss) made on the futures hedge.
The profit (or loss) on the bond portfolio at the expiration date of the futures contracts is________
(Round to the nearest cent. Enter a positive number for a profit and a negative number for a loss.)
c. Was this a successful hedge? Explain.
A wealthy investor holds $400,000 worth of U.S. Treasury bonds. These bonds are currently being quoted at 106.5% of par. The investor is concerned, however, that rates are headed up over the next six months, and he would like to do something to protect this bond portfolio. His broker advises him to set up a hedge using T-bond futures contracts. Assume these contracts are now trading at 110-28. a. Briefly describe how the investor would set up this hedge. Would he go long or short? How many contracts would he need? b. It's now six months later, and rates have indeed gone up. The investor's Treasury bonds are now being quoted at 95% of par, and the T-bond futures contracts used in the hedge are now trading at 96-20. Show what has happened to the value of the bond portfolio and the profit (or loss) made on the futures hedge. c. Was this a successful hedge? Explain. a. How would the investor set up the hedge? (Select the best answer below.) A. The investor needs to short 40 T-bond futures contracts to hedge. B. The investor needs to take a long position in 40 T-bond futures contracts to hedge. C. The investor needs to take a long position in 4 T-bond futures contracts to hedge. D. The investor needs to short 4 T-bond futures contracts to hedge. 18400. (Round to the nearest cent. Enter a positive number for a profit b. The profit (or loss) on the bond portfolio at the expiration date of the futures contracts is $ and a negative number for a loss.)Get Answers to Unlimited Questions
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