What Is the ‘Delta’ of an Option and How Does It Change as the Option Moves ITM?

Delta is a Greek letter that measures the sensitivity of an option’s price to a $1 change in the underlying asset’s price. It also represents the probability of the option expiring ‘in-the-money’ (ITM).

As a Call Option moves deeper ITM, its Delta approaches +1.0, meaning the option price moves almost dollar-for-dollar with the underlying asset. For a Put Option, Delta approaches -1.0 as it moves deeper ITM.

This change reflects the option behaving more like the underlying asset itself.

What Is ‘Delta’ and How Does It Relate to the Leverage of an Option Contract?
Define a “Naked Put” Option and Its Maximum Risk
How Is ‘Delta’ Used to Estimate the Change in an Option’s Price?
How Does a Change in the Strike Price Affect the Delta of an Option?
What Is the Relationship between Delta and ITM Status for a Call Option?
How Does the Delta of a Covered Call Position Change as the Underlying Price Rises?
Explain the Practical Implication of a Call Delta of +0.85 versus a Put Delta of -0.85
Explain How Vega Measures an Option’s Sensitivity to Changes in Implied Volatility