In the previous chapter, we understood that an option loses time value as expiry approaches.
The next question is:
How much value does the option lose each day because of time?
This is where Theta becomes useful.
Theta measures the rate at which an option loses value as time passes, assuming other conditions remain unchanged. It is expressed in points lost per day.
Suppose an option is trading at ₹2.75 and its Theta is -0.05.
This means that, all other things being equal, the option may lose approximately 0.05 points of value over the next day.
So its theoretical value after one day would be:
₹2.75 − ₹0.05 = ₹2.70
The actual market price can be different because other factors also affect the premium.
Time always moves forward.
Therefore, the option's time value keeps reducing as expiry approaches.
For an option buyer, Theta is generally shown as negative because the passage of time works against the position.
For an option seller, Theta is generally positive because the seller benefits from the erosion of the option's time value.
So:
Option Buyer → Negative Theta
Option Seller → Positive Theta
Suppose you buy an option for ₹54.
Its Theta is -0.75.
If the underlying price and other factors remain unchanged, after three days the theoretical reduction in value would be:
0.75 × 3 = ₹2.25
The option could therefore move from:
₹54 → ₹51.75
This ₹2.25 reduction is attributable to time decay, assuming other factors remain constant.
For an option buyer, this means that simply holding the position has a cost in the form of time decay.
Now look at the same situation from the seller's perspective.
The seller originally received ₹54.
If the option falls to ₹51.75 because of time decay, the seller could potentially buy back the option at the lower price.
The difference is:
₹54 − ₹51.75 = ₹2.25
This is the benefit the seller gets from the passage of time, assuming other factors remain unchanged.
This is why Theta is often considered a friendly Greek for option sellers.
One of the most important things to understand about Theta is that its impact changes as expiry approaches.
At the beginning of an expiry series:
As expiry approaches:
This means the effect of Theta becomes much stronger closer to expiry.
Think of time decay like a melting ice cube.
At the beginning, the ice melts slowly.
As the amount of ice becomes smaller, the remaining value disappears much faster.
Options behave similarly as expiry approaches.
Far from expiry → Slower time decay
Near expiry → Faster time decay
An option seller at the beginning of the series receives a larger premium because there is more time value.
However, the premium does not decay very quickly in the early period.
Closer to expiry, the seller receives a smaller premium, but the remaining premium can erode much faster.
Therefore, option sellers need to balance:
Higher Premium + Slower Decay
against
Lower Premium + Faster Decay
Time decay also affects different Strike Prices differently.
When a trade is held for several days, especially during the second half of the expiry series, Theta becomes increasingly important.
This means selecting a Strike Price should not depend only on whether the option is ITM, ATM or OTM.
The trader should also consider:
The source material specifically highlights that OTM options can lose money even when the underlying eventually moves in the expected direction if the movement takes too long.
Suppose you expect the market to move 4%.
If that movement happens within one or two days, an OTM option may benefit significantly from the sharp move.
But if the same 4% movement happens gradually over 15 days, the option may lose substantial value due to Theta during the waiting period.
So it is not enough to predict:
"The market will move."
You also need to consider:
"How quickly will it move?"
Theta makes time and speed important in option trading.
Two traders can have the same market direction and the same target, but their results can be very different depending on how quickly the expected move occurs.
A common mistake is buying an OTM option simply because its premium is low.
A low premium may look attractive, but if the underlying takes too long to reach the expected level, Theta can steadily reduce the option's value.
The trader may correctly predict the direction but still lose money.
In options, being right about direction is not always enough. You also need to be right about time.
Theta reminds traders that every passing day can reduce an option's value, and this effect becomes stronger as expiry approaches.