Consider a call option written on a put option. The call option matures at t = 1
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Question:
Consider a call option written on a put option. The call option matures at t = 1 with strike price K = 10, and the put option matures at t = 2, with strike price K = 100. The underlying risky asset follows: t = 0, s1 = 100; t = 1, s2 = 81.87, s3 = 122.14; t = 2, s4 = 67.03, s5 = 100, s6 = 149.18
The interest rate is given by r = ln(1.05).
(a) Find the price for call option.
(b) Can we perfectly hedge this call option using the underlying asset and the money market account? If so, how?
Related Book For
Introduction to Derivatives and Risk Management
ISBN: 978-1305104969
10th edition
Authors: Don M. Chance
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