Suppose that a 6-month European call option, with a strike price of K = $85, has a premium of $2.75. The underlying asset pays a continuous dividend with rate 10% per annum. The futures price for a...


Suppose that a 6-month European call option, with a strike price of<br>K = $85, has a premium of $2.75. The underlying asset pays a continuous<br>dividend with rate 10% per annum. The futures price for a 6-month<br>contract is worth $75 and the risk-free rate r = 5% per annum<br>%3D<br>compounded continuously. Find the price of a 6-month European put<br>option written on the same underlying asset and with the same strike price.<br>

Extracted text: Suppose that a 6-month European call option, with a strike price of K = $85, has a premium of $2.75. The underlying asset pays a continuous dividend with rate 10% per annum. The futures price for a 6-month contract is worth $75 and the risk-free rate r = 5% per annum %3D compounded continuously. Find the price of a 6-month European put option written on the same underlying asset and with the same strike price.

Jun 03, 2022
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