Question: 1. Using the Black-Scholes formula, obtain the call and put price of an option with the following information: to. Stock Price $100 b. Exercise price
1. Using the Black-Scholes formula, obtain the call and put price of an option with the following information: to. Stock Price $100 b. Exercise price $80 c. Expiry time 6 months d. Volatility 20% and. Risk free rate 11% Answer: Call: $24.3843 Put : $0.1031 2. Using the Black-Scholes formula, obtain the call and put price of an option with the following information: to. Stock Price $58 b. Exercise price $60 c. Time to expiration 124 days d. Volatility 12% and. Risk free rate 4% Answer: Call : $1.1129 Put : $2.2919 3. Use a binomial tree to price an option. to. Asset price $100 b. 80% probability that it will rise to $107 c. 20% chance it drops to $98 d. Strike price $105 Answer: v = $0.46 4. Use a binomial tree to find the price of an option. to. The price of the asset $99 b. 30% probability that it will rise to $110 c. 70% chance it drops to $80 d. Strike price $107 Answer: v = $1.9
Could you explain in detail the 4 problems above. The answers are already given I just need an explanation on how to get the answer.
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