Exam 7: Interest Rates Forwards and Futures
Exam 1: Introduction to Derivatives24 Questions
Exam 2: An Introduction to Forwards and Options25 Questions
Exam 3: Insurance, Collars, and Other Strategies25 Questions
Exam 4: Introduction to Risk Management25 Questions
Exam 5: Financial Forwards and Futures25 Questions
Exam 6: The Wide World of Futures Contracts27 Questions
Exam 7: Interest Rates Forwards and Futures28 Questions
Exam 8: Swaps23 Questions
Exam 9: Parity and Other Option Relationships25 Questions
Exam 10: Binomial Option Pricing25 Questions
Exam 11: The Black-Scholes Formula35 Questions
Exam 12: Financial Engineering and Security Design24 Questions
Exam 13: Corporate Applications25 Questions
Exam 14: Real Options25 Questions
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The annual coupon rate on a 1-year treasury bond is 5.5%. The coupon on a 2-year treasury bond is 5.8%. What is the continuously compounded yield on a 2-year zero coupon bond?
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(Multiple Choice)
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Correct Answer:
B
Given a 3-year, 8.0% annual coupon bond with a par value of $1,000, what is the bondʹs Macaulay duration if the yield to maturity is 9.5%?
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(Multiple Choice)
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Correct Answer:
A
Two months from today you plan to borrow $3 million for 6 months at LIBOR. You hedge your interest rate risk with a euro dollar futures contract priced at 93.6. If settled in arrears, what is your payment if the 6-month LIBOR is 2.5% in two months?
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(Multiple Choice)
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Correct Answer:
B
You wish to create a synthetic forward rate agreement in which you would lock in a return between 150 and 310 days. The price of a 150-day zero coupon bond is 0.9823 and the price of 310-day zero coupon bond is 0.9634. What are the transactions used to create this instrument?
(Multiple Choice)
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The price of a 3-year zero coupon government bond is 85.16. The price of a similar 4-year bond is 78.81. What is the 1-year implied forward rate from year 3 to year 4?
(Multiple Choice)
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Which of the following formulas is used to determine the cheapest to deliver?
(Multiple Choice)
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Explain the expectations hypothesis and its ability to accurately forecast interest rates.
(Essay)
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The price of a 3-year zero coupon government bond is 85.16. The price of a similar 4-year bond is 78.81. What is the yield to maturity (effective annual yield) on the 3-year bond?
(Multiple Choice)
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The conversion factor on a deliverable bond is 1.03 and the bond price is 100.50. The observed futures price is 97.5 and the YTM is 5.8%. What is invoice less market price on the security?
(Multiple Choice)
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Compute the conversion factor on a semi-annual 6.8% coupon bond, which matures in 1
Exactly 5 2
(Multiple Choice)
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The prices of 1, 2, 3, and 4-year zero coupon government bonds are 95.42, 90.36, 85.16, and 78.81, respectively. What is the implied 2-year forward rate between years 2 and 4?
(Multiple Choice)
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The price of a 6-month T-bill is 96.73. You wish to enter into a repurchase agreement that provides for your purchase of a $100,000 bond in 10 days at a price of 97.02. What is the implied 10 day repo rate in this transaction?
(Multiple Choice)
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The prices of 1, 2, 3, and 4-year zero coupon government bonds are 95.42, 90.36, 85.16, and 78.81, respectively. What is the continuously compounded 3-year zero yield?
(Multiple Choice)
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The price of a 3-year zero coupon government bond is 85.16. The price of a similar 4-year bond is 79.81. What is the yield to maturity (effective annual yield) on the 4-year bond?
(Multiple Choice)
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You wish to create a synthetic forward rate agreement in which you would lock in a return between 150 and 310 days. The price of a 150-day zero coupon bond is 0.9823 and the price of 310-day zero coupon bond is 0.9634. What is the approximate yield on the synthetic FRA?
(Multiple Choice)
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The prices of 1, 2, 3, and 4-year zero coupon government bonds are 95.42, 90.36, 85.16, and 78.81, respectively. What is the par coupon on a 4-year coupon bond selling at par?
(Multiple Choice)
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The annual coupon rate on a 1-year treasury bond is 5.5%. The coupon on a 2-year treasury bond is 5.8%. What is the implied YTM on a hypothetical 2-year zero coupon treasury bond?
(Multiple Choice)
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Which is the more precise measurement of bond price sensitivity?
(Multiple Choice)
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An investor holds a bond with a duration of 7.2 years. The only available security with which to hedge has a duration of 1.8 years. Given comparable par values, how many of the hedge security will be shorted to properly create a hedge?
(Multiple Choice)
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