Moneyness
Published Last updated
Key Takeaway
The relationship between an option's strike price and the current price of the underlying asset; in-the-money (ITM): the option has intrinsic value; at-the-money (ATM): strike approximately equals spot; out-of-the-money (OTM): the option has no intrinsic value.
Learn These First
What Is Moneyness?
The relationship between an option's strike price and the current price of the underlying asset; in-the-money (ITM): the option has intrinsic value; at-the-money (ATM): strike approximately equals spot; out-of-the-money (OTM): the option has no intrinsic value.
How Moneyness Works
Frequently Asked Questions
Why do out-of-the-money options seem cheap if they're less likely to profit?
OTM options are cheap because the market prices in the low probability of profit. The cheap dollar cost ($50 for deep OTM) reflects the market's statistical assessment that the option is unlikely to become profitable. However, cheap price is not the same as good value. If an OTM call has 5% probability of profit and costs $50, its expected value is $50 × 5% = $2.50. You're paying $50 for $2.50 of expected value—a terrible risk-reward ratio. Professional traders don't evaluate options by absolute dollar cost; they evaluate by probability of profit and risk/reward. An OTM call at $50 with 5% probability is worse value than an ATM call at $2,000 with 50% probability (expected value = $1,000). Cheap dollar prices on OTM options are dangerous because they encourage oversizing—buyers think they're getting a bargain when they're actually paying expensive prices relative to probability.
Is buying in-the-money options better than buying out-of-the-money options?
ITM options are better for capital preservation but worse for leverage. Buying a deep ITM call ($5,000 intrinsic) means you're paying for guaranteed value, but you're also paying heavily and getting minimal leverage. The option moves almost 1:1 with Bitcoin, so you might as well own Bitcoin directly. OTM options provide leverage (cheap cost, high percentage returns if they work) but carry high probability of total loss. The correct choice depends on your objective: for protective puts, buy ATM or slightly OTM to protect realistic downside. For directional leverage, ATM or moderately OTM with defined-risk spreads balance probability and cost. Deep ITM buys and deep OTM speculations are both suboptimal. Professional traders target ATM or slightly OTM, never deep in either direction.
Can an option change from OTM to ITM while I'm holding it, and will that improve my profit?
Yes—OTM options move into-the-money if price moves favorably. If you buy a $70,000 call (OTM) when Bitcoin is $65,000 and Bitcoin rises to $71,000, the call moves ITM with $1,000 intrinsic value. However, the profit depends on your purchase price and current market price. If you paid $500 for the call and it's now worth $1,500 (consisting of $1,000 intrinsic + $500 extrinsic), you profit $1,000 ($1,500 minus $500 cost). The transition to ITM is beneficial, but whether you profit depends on whether the option's total market value exceeds your premium paid. An OTM option moving to ATM might lose value if IV compresses (vega loss) despite having more intrinsic. Always monitor total market value, not just moneyness status. An OTM option becoming ITM is favorable directionally, but not every directional move creates profits if IV shifts unfavorably.
Common Misconceptions About Moneyness
In-the-money options are always worth more than out-of-the-money options, so they're always better to buy.
ITM options have more absolute value but not necessarily better risk-adjusted returns. An ITM call is expensive because it already carries intrinsic value. If Bitcoin is at $65,000 and you compare a $60,000 call (ITM with $5,000 intrinsic) versus a $70,000 call (OTM), the ITM might be $5,500 total while the OTM is $300. The $5,500 ITM premium is higher, but it's justified by the $5,000 intrinsic floor. For a $1,000 move in your favor, the ITM call gains ~$1,000 ($6,500 value). The OTM call might gain $200 ($500 value) because it has lower delta. The ITM has higher absolute profit but required more capital; the OTM requires less capital and provides higher percentage returns if the move occurs. The correct moneyness depends on capital available, conviction, and expected move magnitude—not on absolute value comparisons.
At-the-money options are always the best choice because they're the most balanced.
ATM options have certain characteristics (maximum gamma, maximum vega exposure) that make them valuable for specific strategies (straddles, high volatility trading) but suboptimal for others. ATM protective puts are more expensive than slightly OTM puts while providing the same downside protection start point. ATM directional calls are expensive in high IV when you might prefer vertical spreads. ATM options are most sensitive to IV changes, making them risky to hold through vol crush events. The correct moneyness depends on IV context, your conviction level, and your objective—not on vague balance principles. If IV is extremely elevated, OTM spreads are better than ATM outright buys. If IV is compressed, ATM puts for protection are reasonable. There's no inherently best moneyness; context determines appropriateness.
If my call is out-of-the-money at expiry, I've lost everything; if it's in-the-money, I've made money.
An OTM option at expiry is worthless, so loss equals the premium paid—true. But an ITM option at expiry doesn't guarantee profit; it guarantees intrinsic value, not profit. If you bought a $60,000 ITM call for $5,500 premium and Bitcoin is at $62,000 at expiry, the option has $2,000 intrinsic value. Your loss is $5,500 − $2,000 = $3,500. You're ITM but underwater on the trade. ITM at expiry means the option has residual value; profit depends on whether that intrinsic value exceeds your entry premium. A call that expires ATM—exactly at the strike—has zero intrinsic and zero value, so you lose the entire premium. Moneyness at expiry (ITM, ATM, OTM) determines the option's terminal value, but whether you profit requires comparing that value to your entry price.