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CoursesBeginner Course › How Option Prices Move — All 4 Greeks Acting at Once
Lesson 15 of 20
Beginner Course

How Option Prices Move — All 4 Greeks Acting at Once

Learn how delta, theta, gamma, and vega work together to move option prices. See four real scenarios showing why a stock can go up while your option goes down.

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Last time: Gamma (acceleration) and vega (volatility). All four Greeks introduced. Now let's see what happens when they all pull at the same time.

Four people are pulling on the same rope. One pulls left, one pulls right, one pulls up, one pulls down. The rope moves, but not in the direction any single person is pulling. It moves in the combined direction of all four forces at once.

Your option price works exactly the same way. Delta, theta, gamma, and vega are all pulling simultaneously. Understanding which one is pulling hardest at any given moment is the difference between confusion and clarity.


Four Scenarios, One Trade

Our tracking trade. Apple at $100. The $105 call, 45 days out, $3.00, delta 0.35, theta -$0.04, gamma 0.04, vega $0.08.


Scenario 1: Apple Rallies to $105 in One Week

Big move, fast timeline.

Delta gain: Starting at 0.35, gamma pushes higher as Apple climbs. Average delta ~0.45. Gain: ~$2.25 per share, $225.

Theta loss: 7 days at ~$4/day. -$28.

Vega: IV stays flat. $0.

Net: ~$197 profit on a $300 investment. This is the buyer's dream. Fast move, delta and gamma working together, theta barely bites.


Scenario 2: Apple Stays at $100 for Three Weeks

Nothing happens for 21 days.

Delta: $0. Stock did not move.

Theta: 21 days averaging ~$4.50/day. -$95.

Vega: Quiet market, IV drifts lower. -$15.

Net: Option worth ~$1.90. Lost $110 on $300. The stock was not wrong. The clock was.


Scenario 3: Apple Up $3, but IV Drops 15 Points

Apple goes from $100 to $103 after earnings. You got the direction right. But IV drops from 40% to 25%.

Delta gain: $3 at ~0.37 average. $111.

Vega loss: 15 points at $0.08. -$120.

Theta: 1 day. -$4.

Net: -$13. You lost money. The stock went up and you lost money.

In the call options lesson, Apple jumped to $115 and you made $1,200. Simple. But that was at expiration. Between buy and sell, all four forces are wrestling every minute.


Scenario 4: Apple Gaps Up $8 Overnight

Unexpected news. Apple jumps from $100 to $108 before the market opens. IV spikes.

Delta + gamma: Massive $8 move with gamma boosting delta. ~$450.

Vega: IV spikes 5 points. +$40.

Theta: 1 day. -$4.

Net: ~$486 profit on $300. When all forces align, results are dramatic.


The Diagnostic Checklist

Early in my career, I had a trade where the stock went up $2 and my option went down $0.50. I was confused. Pulled up the Greeks. Theta had eaten $0.30 over the days I held. IV dropped 5 points, costing $0.40 in vega. Delta gave me $0.80. Total: $0.80 - $0.30 - $0.40 = net loss of -$0.10. The math was right. My expectations were wrong. That was the day I stopped guessing and started checking.

When a trade confuses you, ask four questions:

Did the stock move? Delta is involved if yes. Zero if not.

How many days passed? Theta has been pulling the entire time.

Did IV change? If it dropped, vega worked against you. If it rose, vega helped.

Is expiration close? If yes, gamma is amplified and theta is accelerating.


The Seller's Perspective

Scenario 2, stock sits still, theta eats the option? That is the seller's dream. In a flat market, the seller wins every single day. No movement needed. Just patience.

Scenario 4, overnight gap? That is the seller's nightmare. Delta and gamma losses pile up while IV expansion makes the option even more expensive to buy back.

This is where selling starts to make mathematical sense to most people. The seller does not need to predict direction. They just need boring markets. And most of the time, that is what markets deliver.


Key Takeaways

  • All four Greeks act simultaneously — the net price change depends on which force is dominant
  • A stock can move your way and you still lose if theta + vega overwhelm delta
  • Fast, large moves favor buyers. Flat, quiet markets favor sellers.
  • When a trade confuses you, check all four forces — the math always explains it

Pop Quiz — Let's see if this stuck.

Stock up $3, held for 10 days, IV dropped 5 points. Which Greeks helped and which hurt?

Delta helped (+$3 worth of stock movement). Theta hurt (10 days of decay). Vega hurt (IV dropped 5 points). Gamma helped slightly (boosted delta during the move). Net result depends on the specific numbers, but theta and vega are working against you.

In a flat market with no news, who is winning — the buyer or the seller?

The seller. In a flat market, delta is zero (no stock movement), theta is eating the option every day, and vega is likely neutral or slightly negative. The seller profits from the daily decay without the stock needing to do anything.

Bottom Line

Option prices are moved by four forces simultaneously. Delta pushes in the direction of the stock. Theta pulls down every day. Gamma accelerates or decelerates delta. Vega shifts the landscape based on volatility. For buyers, you need delta gains to beat theta and any vega losses. For sellers, you win when theta dominates. When a trade does not behave the way you expected, check all four. The math always explains it.

Next up: Implied Volatility Basics →

You just saw vega overwhelm delta in scenario three. That one force, volatility, deserves its own deep dive. Next lesson explains what implied volatility actually is, why it changes, and how to check it before every trade.

Disclaimer: This content is for educational purposes only and is not financial advice. Options trading involves significant risk. Read full disclaimer
SM
Written by Sal Mutlu
Former licensed financial advisor. Currently an independent options trader and educator. No longer licensed. About Sal