(Derivatives & Risk Management - BOPM: Binomial Options Pricing Model)
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CONSIDER THE FOLLOWING STOCK |
A stock is currently priced at $40. (S) |
At the end of the month, it will be either $42 (Su ) or $38 (Sd) |
The risk-free rate is 8% (r) |
Price of a call option = 1.69 (f) (i.e. expected value of payoff) |
Delta = 0.75 and = $28.50 in arb model |
p = 0.5669 in the risk neutral case. (probability of UP S.O.N., also shown as PR(increase) |
What is the value of a call option with one month to maturity and a strike price of $39? Use both the: -arbitrage based pricing model -the risk neutral pricing model. ...What is the value of the corresponding put if fput = $0.43? |
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