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1. Let S( t)be the price of stock at time and S(0) is the current stock price, known to all investors. Assume that S(t) is
1. Let S( t)be the price of stock at time and S(0)
is the current stock price, known to all
investors. Assume that
S(t) is strictly positive for all . Consider a 2-step binomial tree
model such that S(0)
=135, =1.5, = 0.7 where and is the factor if the price increases
and decreases respectively. The interest rate is 10%.
strike price is 90
(a) Assume that this is a 2 time step binomial model for a European put option. Compute the
fair value of the put option.
(10 marks)
2 of 3 TOTAL MARKS: 50 MARKS 1. Let S(t) be the price of stock at time t and S(O) is the current stock price, known to all investors. Assume that s(t) is strictly positive for all t. Consider a 2-step binomial tree model such that S(0)=135, u=1.5, d=0.7 where uand dis the factor if the price increases and decreases respectively. The interest rate is 10%. (a) Assume that this is a 2 time step binomial model for a European put option. Compute the fair value of the put option (10 marks)Step by Step Solution
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