please draw a one step binomial tree to price a European call option with the following parameters: the time t =1 refers to one year Inputs: s = 50, k = 50, t = 1, v = 0.5, r = 0.05, y = 0, n = 1
please show how the answer is 13.17 using the Cox Ross & Rubinstein binomial tree model
Using given data ,
S | $ 50.00 | current share price |
r | 5% | risk free rate p.a. |
s (sigma) | 50% | |
u | 1.649 | u = EXP(s*dT^0.5) |
d | 0.607 | d = EXP(-s*dT^0.5) |
X | $ 50.00 | |
T | 1 | |
n | 1 | |
dT | 1 | dT = T / n |
p | 0.4267 | p = [ exp(rDT) - d ] / (u -d) |
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