What is the price of a European CALL option that is expected to pay a dividend of $2 in three months with the following parameters? s0 = $40d = $2 in 3 monthsk = $42 r = 10%sigma = 20%T = 0.5 years (required precision 0.01 +/- 0.01)
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What is the price of a European CALL option that is expected to pay a dividend of $2 in three months with the following parameters?
s0 = $40
d = $2 in 3 months
k = $42
r = 10%
sigma = 20%
T = 0.5 years
(required precision 0.01 +/- 0.01)
Step by step
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- What is the price of an American CALL option that is expected to pay a dividend of $2 in three months with the following parameters? s0 = $40d = $2 in 3 monthsk = $43 r = 10%sigma = 20%T = 0.5 years (required precision 0.01 +/- 0.01)What is the implied volatility of a European call option with the following parameters? c = $3 s0 = $40 k = 41 r = 10% T = 0.5 years (Enter 11.51% as 0.1151. Required precision +/- 0.0002)The price of a European CALL option is $8.00 and a European PUT is $10.00. The expiration date is 1 year and has an exercise price k=$60.00, the share price of the underlying asset is quoted today at $60.00. The risk-free rate is 10% per year. Propose a strategy that generates arbitrage and a profit.
- Assume that the two-period Binomial Option Pricing model holds (n=2), with the following information (t = 1 year, S = $40, u = 1.1, d =0.9, K= $45, and r = 10%). What is the value of this * ?European call option %3D %3DUser A European call option with a strike price of 105 will expire in two years. The current stock price is $ 100. The value of u = 1.3 and the value of d = 0.8. The annual interest rate (based on continuous compounding)is 10%. Using a three-period binomial model （a）Determine the risk-neutral probability values at each end node (Hint: draw a tree) Please draw a binomial tree！！！ Can you give me the steps （b）Find the expected value of the call in two years. （c）Find the current price of the call option.Suppose that the price of a stock today is at $25. For a strike price of K = $24 a 3-month European call option on that stock is quoted with a price of $2, and a 3-month European put option on the same stock is quoted at $1.5 Assume that the risk-free rate is 10% 3. per annum. (a) Does the put-call parity hold?
- Consider a 6-month futures contract on a financial asset with dividend yield q=3.96% per year. Risk free rate is 10% per year. Current value of an asset is S0=$25. What should be the 6-month futures price on this asset, if there is no convenience yield and storage costs?Determine the risk-neutral value of a eight-month European put option to sell a FLB (First Local Bank) share for a price of R400 when the current price is R420, the interest rate is 10%, and the volatility of the security is 0.28?Graph the value of Call European option (K=80, T=1year, S0=80, r = 5%, volatility=10%) over a) a range of underlying prices (40 to 150) b)a range of maturities ( 2 years to maturities) c) a range of volatilities (1% to 100%)
- Consider a 2-year EUROPEAN PUT with a strike price of $65 on a stock whose current stock price is $60. Suppose that there are two time steps, and in each time step the stock price either moves up by 20% or moves down by 20%. Also suppose that risk-free rate is 5% per annum with continuous compounding . What is the value of the European put option?D3)Please answer fast I will rate for you sure....