Question

A call option provides a payoff at time $T$ of $\max \left(S_T-K, 0\right)$ yen, where $S_T$ is the dollar price of gold at time $T$ and $K$ is the strike price. Assuming that the storage costs of gold are zero and defining other variables as necessary, calculate the value of the contract.

   A call option provides a payoff at time $T$ of $\max \left(S_T-K, 0\right)$ yen, where $S_T$ is the dollar price of gold at time $T$ and $K$ is the strike price. Assuming that the storage costs of gold are zero and defining other variables as necessary, calculate the value of the contract.
 
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Options, Futures, and Other Derivatives
Options, Futures, and Other Derivatives
John C. Hull 10th Edition
Chapter 30, Problem 8 ↓

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This means that if the dollar price of gold at time $T$ is greater than the strike price $K$, the payoff is $S_T - K$. Otherwise, the payoff is zero. Since the storage costs of gold are zero, we can assume that the dollar price of gold at time $T$ is the same as  Show more…

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A call option provides a payoff at time $T$ of $\max \left(S_T-K, 0\right)$ yen, where $S_T$ is the dollar price of gold at time $T$ and $K$ is the strike price. Assuming that the storage costs of gold are zero and defining other variables as necessary, calculate the value of the contract.
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