Moneyness

Strike-to-spot ratio (ATM / ITM / OTM).

Definition

The relationship between an option's strike and the current spot (or forward). Classifies the contract as in-the-money, at-the-money, or out-of-the-money. Drives the option's greek profile and trading behavior.

Formula
simple: K / S   log: ln(K / F)   standardized: ln(K / F) / (σ√T)

Standardized moneyness expresses strike distance in standard deviations of the log-forward, making strikes comparable across tenors and vols.

Inputs
strike Kspot S (or forward F)σT
Output
K/Slog-moneynessstandardized
Interpretation
  • Deep ITM: high intrinsic, delta near 1 (calls) or −1 (puts) — stock-like behavior.
  • Deep OTM: mostly convexity, low delta, cheap — tail/wing character.
  • ATM: maximum gamma and vega; most responsive to spot and IV moves.

API Reference

Endpoint
GET /v1/options/{symbol}/chain
Tier
Basic
Response field
strike, spot, log_moneyness

Why Moneyness Matters for Trading

TL;DR

Moneyness selects which greek profile you're buying. ATM = gamma/vega, OTM = cheap convexity, ITM = leveraged directional. Every options trade starts with this choice.

What it measures
Distance from strike to spot (or forward), either as a ratio or normalized in standard deviations.
What it signals
The option's greek character: directional vs vol-sensitive vs tail-like.
Why we measure it
Vol surfaces are parameterized in log-moneyness; strategy selection depends on the moneyness bucket.
Who uses it
Every options trader, strategy builders, vol-surface modelers, delta-targeters.

How to read Moneyness

Deep ITM
  • Delta near 1 (−1 for puts)
  • Low gamma/vega
  • Acts like leveraged stock
  • Used for synthetic long/short
Good for: directional leverage
Deep OTM
  • Low delta, high gamma/delta ratio
  • Cheap convexity
  • Tail-hedge and wing strategies
  • Skew/IV-sensitive pricing
Good for: wing buyers/sellers
ATM
  • Max gamma and vega
  • Delta ~0.5
  • Straddles, calendars
  • Most theta/premium per dollar
Balanced

Rules of thumb

  • Use forward-based moneyness for dividend-paying names or long-dated options — spot-based ratios drift from theoretical centers.
  • Compare across names in standardized units. A 1-sigma OTM SPY call is structurally the same trade as a 1-sigma OTM TSLA call.
  • ATM moves with spot. Today's ATM is tomorrow's ITM or OTM — manage exposure at strike-relative, not price-relative, levels.
  • Skew lives in moneyness. OTM puts trade richer than OTM calls by the skew; moneyness is the axis to see it.
  • DTE changes moneyness meaning. A 2% OTM 0DTE is different from a 2% OTM 90DTE; standardized moneyness collapses them to one number.
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