What Is the Maximum Time Value an Option Can Have?

An option's time value is maximized when the option is at-the-money (ATM), meaning the strike price is equal to the underlying asset's price. At this point, the option has zero intrinsic value, and its entire premium is composed of time value, reflecting the maximum uncertainty about its future profitability.

As an option moves deep in-the-money or out-of-the-money, its time value decreases.

Does an Out-of-the-Money Option Have Intrinsic Value?
How Does the Concept of “Uncertainty” Relate to the Maximum Gamma Point?
What Is the Effect of Selling an Out-of-the-Money Call versus an In-the-Money Call on Premium Received?
How Does Intrinsic Value Relate to the Concept of ‘Moneyness’?
How Does the Time Value of a Deep In-the-Money Option Compare to an At-the-Money Option?
Can an Option Have Extrinsic Value but Zero Intrinsic Value?
What Is the Relationship between ‘Moneyness’ and Intrinsic Value?
What Is Meant by an Option Being ‘In-the-Money’ (ITM), ‘At-the-Money’ (ATM), or ‘Out-of-the-Money’ (OTM)?

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