π Option Greeks
Options trading isnβt just about direction β itβs also about how price, time, and volatility affect your position. Thatβs where Option Greeks come in.
Think of the Greeks as tools that help you measure the sensitivity of your option to different factors.
Letβs dive into the 5 major Greeks:
π΅ 1. Delta (Ξ) β Direction Detector
What it means:
Delta measures how much the option price moves when the underlying stock price changes by βΉ1.
- β Call Option Delta: +ve (between 0 to 1)
- π» Put Option Delta: -ve (between 0 to -1)
Example:
If a call option has Delta = 0.5, and the stock moves βΉ1 up, the option will move βΉ0.50 up.
Why it matters:
Delta tells you how sensitive your option is to price movements and also acts like a probability indicator.
Delta 0.7 β 70% chance the option will finish In-the-Money.
β³ 2. Theta (Ξ) β Time Decay Killer
What it means:
Theta shows how much value your option loses every day as expiry gets closer. Time is your enemy (for buyers) and your friend (for sellers).
- π Option loses value daily due to time decay
- π Decay is faster near expiry
Example:
If Theta = -5, your option will lose βΉ5 in value each day β even if the stock price doesnβt move.
Who benefits?
Option sellers β they profit as the time value erodes.
β‘ 3. Vega (V) β Volatility Volcano
What it means:
Vega measures how much the option price will change with a 1% change in implied volatility (IV).
- π₯ High Vega = option price sensitive to volatility
- π Higher volatility = costlier options
Example:
If Vega = 0.10 and IV increases by 1%, the option price rises by βΉ0.10.
Great for:
Trading events like earnings, news, budget announcements, etc.
π 4. Gamma (Ξ) β Deltaβs Accelerator
What it means:
Gamma shows how much the Delta changes when the stock price changes. It tells you how stable or unstable Delta is.
- π‘οΈ High Gamma = Delta moves quickly
- π Helps in adjusting your hedges (especially for Delta-neutral traders)
Example:
If Gamma = 0.05, and stock moves βΉ1, Delta will change by 0.05.
Important for:
Short-term traders, hedgers, and when options are At-the-Money.
π΄ 5. Rho (Ο) β Interest Rate Influence
What it means:
Rho shows how the option price changes with 1% change in interest rates.
- π Call Options: increase with higher rates
- π Put Options: decrease with higher rates
Example:
If Rho = 0.10 and interest rates increase by 1%, the call option will gain βΉ0.10.
π Rho is usually ignored in Indian markets due to low and stable interest rate impact.
π Summary Table of Option Greeks
Greek | Measures Sensitivity To | Buyer Impact | Seller Impact |
---|---|---|---|
Delta | Stock Price Movement | Gain/Loss | Gain/Loss |
Theta | Time Decay | Negative | Positive |
Vega | Volatility | Positive | Risky |
Gamma | Delta Movement | Volatile | Needs Hedging |
Rho | Interest Rate | Slight | Slight |
β
Pro Tip for Beginners:
Start by tracking Delta and Theta first.
Use Vega when trading during events.
Use tools like Sensibull, Opstra, or TradingView Greeks plugin for live Greek values.
π§© Bonus: Visual Example
Stock Price = βΉ100
ATM Call Option Price = βΉ5
Delta = 0.5 | Theta = -0.10 | Vega = 0.20
- π If stock moves to βΉ101 β Option = βΉ5.50
- π One day passes β Option = βΉ5.40
- πͺοΈ IV increases by 1% β Option = βΉ5.60
See how each Greek affects the price? You're already thinking like a pro.
π Next Steps
Want to learn how to use Greeks in real strategies?
Option Strategies for Beginners |
Straddle vs Strangle |
Risk Management in Options