The zero-cost collar strategy is a fairly well-known hedge instrument employed in stock markets to avoid fluctuation. It is embraced by those investors who wish to avoid heavy losses in stocks and yet they do not want to pay the normal fees that are associated with putting a place in options. With equity markets undergoing range-bound volatility affecting key stock indexes, zero cost collar strategy is most favorable for investors who are risk averse holding long-term investment portfolios of the Nifty index or large capitalization scripts.
A zero-cost collar is formed from put and call options where an individual buys a put option on stock, and simultaneously, sells a call option on the same stock, preferably of the same expiration date. Of course, this ends up costing far more to purchase than its value, while the sale of the call option makes it the so-called ‘zero-cost’ strategy. It is a structure that also provides the investor with an opportunity of avoiding risks that can be assumed while at the same time, setting a limit on the potential profit.
For instance, an investor with an asset in the Nifty wants to hedge this investment with the help of the zero-cost collar strategy. Present value is at 17,100 and the investor is going to create a zero cost collar with one month to maturity.
Put Option Purchase: The investor enters into a put option where he gets a right but is obliged to sell the standard portfolio at a specified price; usually, the strike price is below the current Nifty level, say at 16,900. This option helps minimize losses if the Nifty index falls below this level.
Call Option Sale: At the same time, the investor sells a call option at a premium above the current nifty level, say 17300.
Thus the net effect of these two choices form the basic foundation of the zero-cost collar strategy in which the investor gets to control a defined price value across the Nifty or a similar stock portfolio.
Example Calculation:
Option Type | Strike Price | Premium Collected/ Paid |
Put (Bought) | 16,900 | ₹50 |
Call (Sold) | 17,300 | ₹50 |
In this scenario, the premium received from selling the call option (₹50) offsets the cost of purchasing the put option (₹50), resulting in a net zero-cost transaction.
In a zero-cost collar strategy, the investor’s payoff is limited between the put and call option strike price. The payoff chart also shows the possible stock values considering various expiry levels of the Nifty index.
Nifty Expiry Level | Profit/Loss from Stock | Profit/Loss from Put | Profit/Loss from Call | Net Position |
Below 16,900 | Losses increase below this level, but the put limits loss | Gains from put | None | Limited loss |
Between 16,900 – 17,300 | Stock value changes based on market | None | None | Within range, no option payoff |
Above 17,300 | Gains increase | None | Loss from call increases | Capped gains |
The payoff chart clearly shows that:
To understand this strategy better, let’s analyze two different expiry levels: one below the put strike and one above the call strike.
Scenario 1 – Nifty Expires at 16,900
If Nifty closes at 16,900:
In this case, the investor realizes the advantage of protective put, which has a maximum exposure to loss that the investor is willing to undertake.
Component | Profit/Loss |
Stock Position | Limited loss |
Put Option | Gains from protection |
Call Option | None |
Net Position | Managed loss |
Scenario 2 – Nifty Expires at 17,300
If Nifty closes at 17,300:
Here, the investor’s gains are capped at 17,300 due to the call option, but they still benefit from the appreciation up to that level.
Component | Profit/Loss |
Stock Position | Gain up to 17,300 |
Put Option | None |
Call Option | Capped gain |
Net Position | Limited profit |
The zero-cost collar strategy is thus profitable and provides a good hedge for the Indian portfolio investors who desire protection against steep price declines without having to pay a prohibitive price for the same. The advantage of limits and notations is that they allow the investor to control risk and set in advance the limits of the possible interest rates.
This strategy is especially adopted at Indian markets because stock and index also have a high level of volatility affecting longer-term portfolio fund. A zero-cost collar directs potential losses toward their maximum, and simultaneously provides limited upside appreciation potential within a pre-specified range.