What Are Option Greeks?
In options trading, Option Greeks are risk management tools that measure how an option’s price reacts to different factors such as price movement, time decay, volatility, and interest rates.
As a professional options trader, understanding Greeks is essential for position sizing, hedging, and adjusting strategies like Iron Condor, Straddle, Calendar Spread, etc.
Greeks help answer questions like:
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How much will my option move if Nifty moves 100 points?
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How much premium will decay daily?
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What happens if volatility increases?
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How sensitive is my position to time or price?
1️⃣ Delta (Δ)
🔹 What is Delta?
Delta measures how much an option price changes when the underlying asset moves by 1 point (or ₹1).
📌 Range:
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Call Option: 0 to +1
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Put Option: 0 to -1
📌 Example (Nifty Example)
If Nifty is at 25,600 and:
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25,600 CE has Delta = 0.50
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If Nifty rises 100 points → Option premium increases approx ₹50
📌 Delta Meaning:
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0.50 Delta → behaves like 50 shares
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0.20 Delta → low probability ITM
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0.80 Delta → high probability ITM
📌 Deep ITM:
Delta ≈ 1 (moves almost equal to underlying)
📌 Deep OTM:
Delta ≈ 0 (very small movement)
📌 Best Use:
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Directional trading
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Delta neutral strategy
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Probability estimation
2️⃣ Gamma (Γ)
🔹 What is Gamma?
Gamma measures the rate of change of Delta.
It tells you:
How fast Delta will change when the underlying moves.
📌 Important Point:
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Highest in ATM options
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Increases near expiry
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High gamma = fast premium movement
📌 Example:
If Delta is 0.50 and Gamma is 0.05:
If Nifty rises 100 points → Delta may change to 0.55
📌 Traders:
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Option buyers love high Gamma
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Option sellers fear high Gamma (sudden movement risk)
3️⃣ Theta (Θ) – Time Decay
🔹 What is Theta?
Theta measures how much option premium decreases every day due to time decay.
📌 Time decay works against option buyers
📌 Time decay works in favor of option sellers
📌 Example:
If Theta = -10
Option will lose ₹10 daily (all else constant)
📌 Important:
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Highest decay in last 7–10 days
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ATM options decay fastest
📌 Best for:
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Option selling strategies
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Iron Condor
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Short Straddle
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Covered Call
4️⃣ Vega (ν)
🔹 What is Vega?
Vega measures sensitivity to Implied Volatility (IV).
It tells you:
How much option premium changes if IV changes by 1%.
📌 Example:
If Vega = 8
If IV increases by 1% → Option premium increases by ₹8
📌 Important:
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Long options → benefit from rising IV
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Short options → benefit from falling IV
📌 High Vega:
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Long-dated options
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ATM options
📌 Used in:
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Straddle
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Strangle
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Event trading (Budget, Results, RBI policy)
5️⃣ Rho (ρ)
🔹 What is Rho?
Rho measures sensitivity to interest rate changes.
📌 Not very important in short-term index trading
📌 Important in long-term options
🎯 How Greeks Work Together
When you take a position, you are exposed to multiple risks:
| Greek | Measures | Who Benefits |
|---|---|---|
| Delta | Price movement | Buyers (directional) |
| Gamma | Speed of Delta change | Buyers |
| Theta | Time decay | Sellers |
| Vega | Volatility change | Depends |
| Rho | Interest rate | Rarely used |
🔥 Example: Short Straddle in Nifty
If you sell:
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25,600 CE
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25,600 PE
Your position:
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Delta ≈ 0 (initially neutral)
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Gamma = Negative (risk if big move)
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Theta = Positive (earn daily decay)
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Vega = Negative (IV fall benefits you)
That’s why short straddle works in range-bound markets.
📊 Why Greeks Are Important for Professional Traders
Since you are a professional trader and also teach technical analysis, Greeks help in:
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Position adjustment
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Hedging
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Risk management
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Strike selection
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Expiry selection
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Managing drawdown
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Volatility-based strategies
Without Greeks, options trading becomes gambling.
With Greeks, it becomes structured risk management.
🟢 Buyers vs Sellers Perspective
Option Buyer:
✔ Positive Gamma
✔ Positive Vega
❌ Negative Theta
Option Seller:
✔ Positive Theta
✔ Benefit from IV crush
❌ Negative Gamma
⚡ Advanced Concepts (For Experts)
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Delta Neutral Strategy
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Gamma Scalping
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Vega Hedging
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Portfolio Greeks
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Net Greek Exposure
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Dynamic Hedging
🏁 Conclusion
Option Greeks are mathematical tools that measure risk exposure in options trading.
They help you understand:
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Directional risk (Delta)
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Acceleration risk (Gamma)
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Time risk (Theta)
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Volatility risk (Vega)
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Interest rate risk (Rho)
If you master Greeks, you control risk.
If you ignore Greeks, market controls you.

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