Answer: option price minus the intrinsic value of the option.

## Explanation **Time Value of an Option** is defined as the portion of an option's premium that exceeds its intrinsic value. The formula is: **Time Value = Option Price (Premium) - Intrinsic Value** Where: - **Option Price (Premium)**: The total price paid for the option - **Intrinsic Value**: The immediate exercise value of the option **Why Option A is correct:** - This directly matches the definition of time value - Time value represents the value of the option beyond its current exercise value, which includes factors like time to expiration, volatility, interest rates, and dividends **Why Option B is incorrect:** - "Strike price minus the underlying price" is not a standard financial calculation - For call options, intrinsic value = max(0, Underlying Price - Strike Price) - For put options, intrinsic value = max(0, Strike Price - Underlying Price) **Why Option C is incorrect:** - "Strike price minus the intrinsic value" doesn't represent time value - This calculation doesn't account for the actual option premium paid **Key Concepts:** 1. **Intrinsic Value**: The amount by which an option is in-the-money 2. **Time Value**: The additional premium investors are willing to pay for the possibility that the option may become more valuable before expiration 3. **Total Premium = Intrinsic Value + Time Value** **Example:** If a call option with a strike price of $50 is trading at $6 when the underlying stock is at $53: - Intrinsic Value = $53 - $50 = $3 - Time Value = $6 (premium) - $3 (intrinsic value) = $3 - The $3 time value represents the value of the remaining time until expiration and other factors

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