Exam 18: Options and Contingent Claims
Exam 1: Introduction44 Questions
Exam 2: Consumption, Investment and the Capital Market56 Questions
Exam 3: The Time Value of Money: An Introduction to Financial Mathematics62 Questions
Exam 4: Applying the Time Value of Money to Security Valuation62 Questions
Exam 5: Project Evaluation: Principles and Methods65 Questions
Exam 6: The Application of Project Evaluation Methods64 Questions
Exam 7: Risk and Return76 Questions
Exam 8: The Capital Market64 Questions
Exam 9: Sources of Finance: Equity51 Questions
Exam 10: Sources of Finance: Debt87 Questions
Exam 11: Payout Policy53 Questions
Exam 12: Principles of Capital Structure57 Questions
Exam 13: Capital Structure Decisions51 Questions
Exam 14: The Cost of Capital and Taxation Issues in Project Evaluation47 Questions
Exam 15: Leasing and Other Equipment Finance49 Questions
Exam 16: Capital Market Efficiency55 Questions
Exam 17: Futures Contracts66 Questions
Exam 18: Options and Contingent Claims59 Questions
Exam 19: Analysis of Takeovers55 Questions
Exam 20: International Financial Management58 Questions
Exam 21: Management of Short-Term Assets: Inventory52 Questions
Exam 22: Management of Short-Term Assets: Liquid Assets and Accounts Receivable28 Questions
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A problem with the net present value approach to project valuation is that:
(Multiple Choice)
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Assume that the current price of an XYZ share is $4 00 and that the price of a call option on these shares is $0 80 If we know that a 10 c movement in share price will be accompanied in the same direction by a 5c movement in the call price,then an appropriate risk-free hedge will be:
(Multiple Choice)
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Calculate the price of a one-month European call option given the following information: the exercise price is $19,the current share price is $20 and the risk-free interest rate is 15% p.a.Furthermore,the share price is expected to be either $25 or $15 at the end of the month.Assume a risk-neutral world.
(Multiple Choice)
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Calculate the price of a one-month European put option given the following information: the exercise price is $19,the current share price is $15 and the risk-free interest rate is 12% p.a.Furthermore,the share price is expected to be either $20 or $13 at the end of the month.Assume a risk-neutral world.
(Multiple Choice)
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What is the payoff of a call option (bought)with an exercise price of $15.00,if the underlying share price is $16.50,at the expiry date of the option?
(Multiple Choice)
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Calculate the price of a European call option if the price of the equivalent put option is $2.00 and the share price,exercise price and risk-free rate are $5.00,$4.50 and 10% p.a. ,respectively,given the option has three months to expiry.
(Multiple Choice)
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Use the Black-Scholes formula to find the value of a European call expiring in one year with an exercise price of $100 for a share currently selling for $90.Assume the standard deviation of the continuous rate of return is 30% p.a.and the risk-free interest rate is 10% p.a.
(Multiple Choice)
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Which of the following is not a factor that affects the price of an option:
(Multiple Choice)
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The term 'default risk structure of interest rates' refers to the fact that:
(Multiple Choice)
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Calculate the hedge ratio for the following: call option with exercise price of $10.40,current share price of $9.80 and an expected price at the expiry of the option of either $9.60 or $11.00.
(Multiple Choice)
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Which option gives the right to buy an underlying asset at a fixed price?
(Multiple Choice)
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The figure '12.00' of a September series of call options refers to the:
(Multiple Choice)
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Calculate the hedge ratio for the following: call option with exercise price of $3.20,current share price of $3.10 and an expected price at the expiry of the option of either $3.40 or $2.80.
(Multiple Choice)
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There is a ________________ relationship between the price of a call option and the magnitude of expected future dividends.
(Short Answer)
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