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Options, Risk Math, and Psychology · The Greeks Visually

Position Greeks for multi-leg strategies

Compute net Greeks across a multi-leg spread, and identify the signature Greek profile of an iron condor.

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Options, Risk Math, and Psychology

The Greeks Visually

Lesson 18 of 7524%
Lesson 18 of 75Options, Risk Math, and PsychologyThe Greeks Visually

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Compute net Greeks across a multi-leg spread, and identify the signature Greek profile of an iron condor.

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Stacking Greeks across legs

Up to this point, we've looked at Greeks on a single option. Real trading rarely stays that simple. Iron condors, butterflies, verticals, calendars — these multi-leg structures have legs that work together. To understand the risk of the whole structure, you sum the Greeks across all legs. That sum is called your 'position Greeks.'

The math is straightforward addition. If leg 1 has delta +0.30 (you're long a 0.30-delta call), and leg 2 has delta -0.15 (you're long a put with -0.15 delta), your net position delta is +0.15. Same for every other Greek. Long legs contribute their Greek as-is. Short legs contribute the negative — if you sold a 0.40-delta call, your contribution is -0.40 to the position delta.

Wick shows a calculator reading +0.15 next to +0.30 call plus -0.15 put, teaching how to add each leg's delta to get the position delta.+0.30 call plus -0.15 put+0.15
Wick saysPosition Greeks are just addition: +0.30 plus -0.15 gives a net delta of +0.15.

Let's walk through the classic example: the iron condor. You sell a call spread above the stock and a put spread below it. Four legs total. Short OTM call, long further-OTM call (to cap risk), short OTM put, long further-OTM put. Net delta is close to zero — the trade is direction-neutral. You're betting the stock stays in a range.

Now sum the other Greeks. Theta: you sold two options and bought two; the short options have bigger theta (they're closer to ATM), so net theta is positive. You collect time decay every day the stock stays in range. Gamma: same logic in reverse. The short legs have bigger gamma, and shorts contribute negative gamma. Net gamma is negative. A big move in either direction hurts. Vega: same again. Net vega is negative. If implied vol spikes, you lose.

A notebook page titled A condor wants lists the clock to tick, the stock to stay calm, IV to drift lower, reading the trade from its Greek signature.A condor wantsThe clock to tickThe stock to stay calmIV to drift lower
Wick saysAn iron condor wants time to pass, the stock to stay calm and implied vol to drift lower.

So the iron condor's signature is: positive theta, negative gamma, negative vega, near-zero delta. That tells you exactly what you're rooting for. You want the clock to tick, the stock to stay calm, and implied vol to drift lower. If any of those goes wrong, your position bleeds. Every multi-leg structure has its own signature — calendar spreads (positive vega + positive theta over time), short straddles (extreme negative gamma + negative vega + positive theta), butterflies (concentrated negative gamma near the body).

Recap: position Greeks = sum across legs (with sign for long/short). Iron condor = +theta / -gamma / -vega / ~0 delta. Read your position by its Greek signature.

Knowledge check

Answer before moving on.

0 / 3 answered

1. You bought a call with delta +0.40 and sold a call with delta +0.20. What's your net position delta?

2. What is the signature Greek profile of an iron condor?

3. Why do pros think in 'position Greeks' instead of by individual legs?

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