A Long Strangle involves buying two options:
Both options have:
The Call is purchased above the current market price, while the Put is purchased below the current market price.
The strategy is therefore suitable when you expect significant volatility but do not know which direction the market will take.
The two strategies are closely related.
Buy ATM Call + Buy ATM Put
Buy OTM Call + Buy OTM Put
The main difference is the strike selection.
| Feature | Long Straddle | Long Strangle |
| Call | ATM | OTM |
| Put | ATM | OTM |
| Initial cost | Higher | Lower |
| Movement required | Smaller | Larger |
| Directional view | Neutral | Neutral |
| Maximum loss | Premium paid | Premium paid |
| Profit potential | Large | Large |
The Long Strangle therefore trades a lower initial cost for a higher movement requirement.
The main attraction is cost.
ATM options generally have higher premiums because they have a greater probability of finishing ITM.
OTM options are cheaper.
Therefore, instead of paying for an ATM Call and ATM Put, the trader buys:
The total premium paid is therefore usually lower than that of a Straddle.
But this comes with an important trade-off.
The underlying has to move farther before either option generates enough value to cover the total premium paid.
Suppose the underlying is trading around ₹7,800.
You expect a large move but do not know the direction.
You construct a Long Strangle by:
Assume:
Therefore:
Total Premium Paid = ₹60 + ₹50
= ₹110
The ₹110 represents the total cost of establishing the position.
Suppose the underlying rises significantly above the Call strike.
The 7,900 CE begins gaining intrinsic value.
The 7,700 PE may expire worthless.
The Call eventually needs to recover the entire ₹110 premium paid for the strategy.
Once it does, the position reaches its upper breakeven.
Any further rise can generate profit.
Because the underlying can theoretically continue rising, the upside profit potential is unlimited.
Now consider a significant decline.
The 7,700 PE becomes increasingly valuable.
The 7,900 CE may expire worthless.
Once the Put gains enough to recover the ₹110 total premium, the strategy reaches its lower breakeven.
Any further decline can generate profit.
Therefore:
Sharp rise → Profit
Sharp fall → Profit
Small movement → Loss
This is the defining characteristic of the Long Strangle.
Suppose the underlying remains between the two strikes.
At expiry:
The trader loses the entire premium paid.
Therefore:
In our example:
Maximum Loss = ₹110
This loss is limited and known when the position is established.
The Long Strangle has two breakeven levels.
Call Strike + Total Premium Paid
Using the example:
₹7,900 + ₹110 = ₹8,010
Therefore, the upper breakeven is ₹8,010.
Put Strike − Total Premium Paid
Therefore:
₹7,700 − ₹110 = ₹7,590
So the lower breakeven is ₹7,590.
The position can be divided into three broad areas.
The Put gains more than the total premium paid.
Profit
The movement is not large enough to recover the total premium.
Loss
The Call gains more than the total premium paid.
Profit
So the Long Strangle has a payoff that resembles a wide V-shape.
This is one of the most important differences between the two strategies.
Suppose the underlying is at ₹7,800.
With a Straddle, you might buy:
Both options are ATM.
With a Strangle, you might buy:
The Call needs the underlying to rise above ₹7,900 before it even becomes ITM.
The Put needs the underlying to fall below ₹7,700 before it becomes ITM.
Therefore, the market has to travel farther before either option starts generating intrinsic value.
This is why the Strangle generally requires a larger price movement than a Straddle.
The Long Strangle can therefore be understood through one simple trade-off:
Lower cost, but a larger movement is required.
Higher premium
→ Lower movement required
Lower premium
→ Higher movement required
Neither is automatically better.
The choice depends on how large a move you expect and how much premium you are willing to pay.
A Long Strangle can be considered when:
The key requirement is that the expected movement should be large enough to cross a breakeven level.
A Long Strangle involves buying two options.
Therefore, changes in implied volatility can have a significant impact on the position.
Generally, the strategy is more attractive when options are purchased at relatively lower implied volatility.
If volatility rises after the position is established, the premiums of the long Call and Put can increase.
This can benefit the strategy even before expiry.
However, buying the Strangle when implied volatility is already extremely high can create a significant risk.
If volatility subsequently falls, both options can lose value.
Consider a major event.
The market expects a large move, so traders bid up option premiums.
You purchase an OTM Call and OTM Put.
The event occurs.
But the actual result is broadly in line with expectations.
The market barely moves.
At the same time, the uncertainty surrounding the event disappears.
Implied volatility falls.
Now both options can lose value quickly.
The trader can therefore suffer a loss even though the strategy was based on a reasonable expectation of uncertainty.
This is commonly referred to as a volatility crush.
Suppose the total premium paid is ₹110.
The market must move sufficiently far to recover that ₹110.
If the market moves only slightly:
Premium paid > Option gains
Result:
Loss
If the market makes a large enough move:
Option gains > Premium paid
Result:
Profit
Therefore, before entering the trade, compare:
Expected Move
with
Total Premium + Distance to Strike
This helps determine whether the strategy has a reasonable chance of reaching a breakeven level.
The strategy can be relevant around events such as:
But the event itself is not enough.
The expected movement should be large enough to justify the premiums being paid.
If the market has already priced in a very large movement, the options may already be expensive.
Therefore, the trader should compare the expected move with the option premiums rather than assuming that an event automatically favours a Long Strangle.
Before considering the strategy, ask four questions:
If not, a Long Strangle may not be appropriate.
If you have a strong directional view, another strategy may be more suitable.
If implied volatility is already extremely high, the strategy may become expensive.
This is critical.
The expected movement should be compared with both breakeven levels.
The difference can be remembered very simply:
Straddle = Same Strike
Strangle = Different Strikes
A Straddle buys ATM options at the same strike.
A Strangle buys OTM options at different strikes.
Therefore:
Straddle → More expensive, lower movement requirement
Strangle → Cheaper, higher movement requirement