At-the-money (ATM) is a critical concept in options trading, denoting a specific relationship between an option's strike price and the current market price of its underlying asset. When an options contract is described as at-the-money, it means that the price at which the underlying asset can be bought or sold (the strike price) is precisely or very nearly the same as its current trading price in the market. This state represents a neutral point for an option, where it has not yet gained intrinsic value from price movement, but it is poised to do so in either direction. For a call option, ATM means the strike price is equal to the underlying asset's current price, and for a put option, ATM also means the strike price is equal to the underlying asset's current price. This position means the option has no intrinsic value, but it is composed entirely of time value and implied volatility. Because of this, ATM options are often seen as having the highest time value component compared to in-the-money or out-of-the-money options with similar expiration dates. This higher time value is due to the greater uncertainty surrounding whether the option will finish in-the-money or out-of-the-money by expiration. Traders often pay close attention to ATM options because they are sensitive to small price movements in the underlying asset and changes in implied volatility. The pricing of ATM options is a complex interplay of the underlying asset's volatility, its time until expiration, and prevailing interest rates. Understanding the at-the-money state is fundamental for accurately assessing an option's potential profitability and risk profile, influencing decisions on when to buy, sell, or exercise an option.
At-the-money options have a strike price equal to the underlying asset's current price, possessing no intrinsic value. In-the-money options, conversely, have intrinsic value because their strike price is favorable relative to the underlying's current price (below for calls, above for puts).
ATM options have the highest time value because there is the greatest uncertainty about whether they will expire in-the-money or out-of-the-money. This uncertainty translates into a higher premium component that represents the potential for future price movement.
While possible, it is unlikely for an options contract to remain exactly at-the-money until expiration. The price of the underlying asset is constantly fluctuating, so an option will typically move slightly in-the-money or out-of-the-money as expiration approaches.