Learn the measurements

Option Moneyness: In the Money, At the Money, Out of the Money

ITM, ATM and OTM for calls and puts, ways to measure moneyness, and Vyreon's buckets: at the money within ±2%, 2–10% and over 10% out of the money.

Reviewed · Sources at the end · How Vyreon measures
Vyreon's per-security reports are not live yet; this page describes what they will measure. Examples are illustrative.

Moneyness describes where an option's strike sits relative to the current share price. A call is in the money when the share price is above the strike, and a put when the share price is below it; an option with its strike near the share price is at the money; the rest are out of the money. Vyreon groups options into four moneyness buckets: in the money, at the money (within ±2%), 2–10% out of the money, and more than 10% out of the money.

In The Money, At The Money, Out Of The Money

With S the share price and K the strike:

Call Put
In the money (ITM) S > K S < K
At the money (ATM) S ≈ K S ≈ K
Out of the money (OTM) S < K S > K

An in-the-money option has intrinsic value: max(S − K, 0) for a call, max(K − S, 0) for a put. At-the-money and out-of-the-money options have none; their whole price is extrinsic (time) value. See intrinsic vs extrinsic value.

Illustrative example: with a stock at $100, a $90 call is $10 in the money and a $90 put is $10 out of the money. A $110 call is $10 out of the money and a $110 put $10 in the money. Both $100 options are at the money.

Strikes are listed at fixed steps, so "at the money" is used for the strike nearest the price, or strikes within a small band around it.

Measuring Moneyness

Several measures are in common use:

  • Percentage distance: K ÷ S − 1. A $105 strike on a $100 stock is 5% above the price.
  • Log moneyness: ln(K ÷ S). It is symmetric in a way percentages are not: a strike at double the price and one at half the price are equally far away (±0.69).
  • Delta: an option's delta is also used as a moneyness scale. At-the-money options have deltas near 0.5 (calls) or −0.5 (puts); a "25-delta put" is a particular out-of-the-money put. See option Greeks.

How Vyreon Uses Moneyness Buckets

Vyreon measures each contract's signed out-of-the-money distance from the session's closing share price:

  • Calls: K ÷ S − 1
  • Puts: 1 − K ÷ S

Positive means out of the money, negative in the money. The buckets are:

  • At the money: distance between −2% and +2%
  • In the money: more than 2% in the money
  • 2–10% out of the money
  • More than 10% out of the money

Illustrative example: with the close at $100, a $101 call and a $99 put are both at the money; a $95 call is in the money; a $95 put is 5% out of the money; an $85 put is 15% out of the money.

These buckets describe where flagged volume concentrates in Vyreon's unusual options activity measure. Elsewhere, Vyreon summarizes open interest by open-interest-weighted centres measured in log moneyness, uses at-the-money and 5% and 10% out-of-the-money targets for covered call and cash-secured put yield, and builds at-the-money implied volatility from the out-of-the-money side of each expiry.

Why Moneyness Matters For Option Prices

  • Time value peaks at the money. At-the-money options carry the most extrinsic value and the largest gamma near expiration.
  • Implied volatility varies with strike. In equity options, out-of-the-money puts have generally carried higher implied volatility than at-the-money options. See IV skew.

What Moneyness Does Not Tell You

  • Whether an option is cheap or expensive. That depends on implied volatility and time, not on moneyness alone.
  • Who holds the option, or why.
  • Where the price will go. Concentrations of activity at certain strikes are not price targets.

Related: call vs put options · intrinsic vs extrinsic value · option Greeks · IV skew · unusual options activity

Sources

  • The Options Clearing Corporation (OCC), Characteristics and Risks of Standardized Options, the options disclosure document: in-the-money, at-the-money and out-of-the-money options.
  • John C. Hull, Options, Futures, and Other Derivatives (Pearson, many editions): moneyness, intrinsic value and the volatility smile.
  • Mark Rubinstein, "Implied Binomial Trees", Journal of Finance (1994): implied volatility varying with strike in S&P 500 index options after the 1987 crash.