Free lessons › Options Mastery › How Options Are Priced
The Greeks in plain English
Delta, gamma, theta and vega without the math anxiety.
11 min · Beginner
What you'll learn
- Use delta to estimate how much an option's dollar value changes per $1 stock move
- Explain how gamma, theta and vega change an option's price over time
- Combine the Greeks to estimate a position's change for a realistic day
Key takeaways
- Delta estimates the option's change per $1 stock move per share; multiply by 100 for dollars per contract.
- Gamma tells you how quickly delta changes, and it is highest for ATM options near expiration.
- Theta is the daily cost of holding a long option.
- Vega measures sensitivity to implied volatility and explains IV crush losses.
- Greeks are estimates that shift constantly; use them to plan, not to predict to the penny.
Glossary
- Delta — Estimated change in an option's price per $1 move in the stock, per share.
- Gamma — Estimated change in delta per $1 move in the stock.
- Vega — Estimated change in an option's price per 1-point change in implied volatility.
- Position delta — Delta x 100 x number of contracts; the share-equivalent exposure of a position.
Unlock this lesson
The full lesson, quiz and practice task are included with the Academy plan. Elite includes a 7-day free trial. See plans
← Implied volatility & IV crush Buying calls and puts with defined risk →