What's inside an option's price?
Premium = intrinsic value + time value — and the four forces that push it around.
Expiry is easy. Before expiry is the interesting part.
In Module 1 we mostly looked at expiry day, where an option is worth exactly its intrinsic value. But you'll trade options on the other days too — and on those days a call can go down even when NIFTY goes up. Confusing? Not once you see what the price is made of.
Two layers
Premium = intrinsic value + time value
- Intrinsic value is the part you could "cash in" right now (how far ITM it is).
- Time value is what people pay for the chance the option becomes more valuable before expiry.
Run your finger along the white line:
- Far left (deep OTM): price close to zero. Little intrinsic, little chance.
- At the strike (ATM): price is all time value — and the most time value anywhere.
- Far right (deep ITM): price ≈ intrinsic value. It behaves almost like owning NIFTY.
The four forces
Before expiry, four things change an option's price. Each has a "Greek" that measures how much:
| Force | Measured by | In plain words |
|---|---|---|
| Underlying price moves | Delta | "If NIFTY moves 1 point, how much does my option move?" |
| …and how fast that changes | Gamma | "How quickly does delta itself change?" |
| Time passes | Theta | "How much do I lose per day just by waiting?" |
| Volatility changes | Vega | "If the market gets jumpier by 1%, how much do I gain?" |
A day in the life of a call
Say you buy the 22400 CE at ₹175 with 7 days left. The next day three things happen at once: NIFTY rises 100 points, one day passes, and the market calms down. Each force pulls the price in its own direction:
- 1
Delta pulls it up
NIFTY +100 with delta ≈ 0.53 → about +₹53 (a bit more, thanks to gamma).
- 2
Theta pulls it down
One day passes → about −₹13.5 of time value melts away.
- 3
Vega pulls it down
Volatility drops 2% → vega ≈ 12 → about −₹24.
- 4
Net result
Roughly +53 − 13.5 − 24 ≈ +₹16. You were right on direction, but most of the gain was eaten by time and falling volatility.
That's the whole of Module 2 in one example. The next lessons take each force one at a time, with charts you can explore — and end with a playground where you move all of them yourself.
Quick check
An OTM option has 3 days left. What is its premium made of?