Market Pulse
Mixed observation times, Oct 20–Oct 25, 2026 (5 days apart)
Learn · Options, from scratch· Intermediate · 7 min

The Greeks

Four measurements that answer: if something changes, how much does this option's price change? Less intimidating than the letters suggest.

An option's price depends on several things at once: the share price, the time remaining, and how much movement people expect. The Greeks measure how sensitive the option is to each of those, one at a time.

They have Greek letters for names, which makes them sound harder than they are. Each is just a rate of change.

Delta — sensitivity to the share price

If the share moves $1, how much does the option move? A delta of 0.5 means roughly 50 cents.

  • Calls have a delta between 0 and 1. Puts between 0 and −1.
  • Deep in the money, delta approaches 1 — the option tracks the share almost exactly.
  • Far out of the money, delta approaches 0 — the share can move and the option barely reacts.
Interpretation
Delta is loosely read as a probability, and that is a convenience not a fact
A delta of 0.30 is often treated as “about a 30% chance of finishing in the money”. It is a useful rough guide and it is not what delta measures. Do not build anything important on the approximation.

Gamma — how fast delta itself changes

Delta is not constant. Gamma measures how much delta shifts when the share moves. It is highest for options near the strike and near expiry.

High gamma is why a position can seem calm and then change character within hours — the sensitivity itself is moving.

Theta — the clock

How much value the option loses per day from time passing alone. Negative for buyers, positive for writers, and it grows as expiry approaches.

This is time decay from the previous lesson, given a number.

Vega — sensitivity to expected volatility

How much the price changes if expected future movement rises or falls. Both calls and puts gain value when expected volatility rises.

Fact
You can be right about the share and still lose on vega
Buy an option when expectations of movement are high — before an announcement, say — and the expectation collapses afterwards. The share can move your way while the option falls, because the volatility component drained out of the price. This has a nickname: volatility crush.

Reading them together

What each Greek answers
GreekThe question it answers
DeltaIf the share moves $1, how much does this move?
GammaHow quickly is that sensitivity itself changing?
ThetaHow much do I lose per day just from waiting?
VegaWhat happens if expectations of movement change?
Brokers display all four. None requires you to calculate anything.
You do not need the mathematics. You do need to know that an option has at least four ways to move against you, and that only one of them is the share price going the wrong way.
Education, not advice. These lessons explain how things work. They do not tell you what to buy, and Wealth Signal does not publish recommendations. Full disclaimer.