Exam 18: Binomial Trees in Practice
Exam 1: Introduction8 Questions
Exam 2: Mechanics of Futures Markets12 Questions
Exam 3: Hedging Strategies Using Futures8 Questions
Exam 4: Interest Rates10 Questions
Exam 5: Determination of Forward and Futures Prices10 Questions
Exam 6: Interest Rate Futures 7 Swaps9 Questions
Exam 7: Swaps5 Questions
Exam 8: Securitization and the Credit Crisis of 20075 Questions
Exam 9: Mechanics of Options Markets4 Questions
Exam 10: Properties of Stock Options8 Questions
Exam 11: Trading Strategies Involving Options5 Questions
Exam 12: Introduction to Binomial Trees5 Questions
Exam 13: Valuing Stock Options: the Black-Scholes-Merton Model11 Questions
Exam 14: Employee Stock Options4 Questions
Exam 15: Options on Stock Indices and Currencies8 Questions
Exam 16: Futures Options7 Questions
Exam 17: The Greek Letters7 Questions
Exam 18: Binomial Trees in Practice5 Questions
Exam 19: Volatility Smiles6 Questions
Exam 20: Value at Risk5 Questions
Exam 21: Interest Rate Options5 Questions
Exam 22: Exotic Options and Other Non-Standard Products10 Questions
Exam 23: Credit Derivatives10 Questions
Exam 24: Weather, Energy and Insurance Derivatives8 Questions
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An exchange rate has a volatility of 12% per year. The domestic and foreign risk-free interest rates are both 4% per annum continuously compounded). The time step on a binomial tree is three months.
i) What are the , and parameters for a Cox-Ross-Rubinstein tree? Give four decimal places.)
u =_ _ _ _ _ _ d = _ _ _ _ _ _ p = _ _ _ _ _ _
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Correct Answer:
i)
ii)
iii) p=0.4850
A stock price is initially $30 and u in the Cox-Ross-Rubinstein tree is 1.1. What are the stock prices at the end of two time steps? Give two decimal places.)
_ _ _ _ _ _ and _ _ _ _ _ _ and _ _ _ _ _ _
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Correct Answer:
36.30 and 30.00 and 24.79
A stock price is initially $30 and a dividend of $2 is expected at the end of 1.5 months. The volatility is 30% per year. In a two step tree with each step equal to one month, what is the stock price on the middle node at the end of the tree? Give two decimal places.) _ _ _ _ _ _
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(Short Answer)
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Correct Answer:
$28.00
A binomial tree prices an American option at $3.12 and the corresponding European option at $3.04. The Black-Scholes price of the European option is $2.98. What is the control variate price of the American option?
_ _ _ _ _ _
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Which of the following cannot be calculated directly from a binomial tree? choose two)
(Multiple Choice)
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