Long Diagonal Bear Put Spread
Strategy Motivation
The Long Diagonal Bear Put Spread is a strategy used when you expect the price of an underlying asset to stay within a narrow range in the near term but believe there is a possibility of a down breakout in the long term.
Construction of the Strategy
The Long Diagonal Bear Put Spread is constructed by buying put options with a longer-term expiration date and selling the same amount of put options with a lower strike price and a nearer expiration date.
Brief Description
When using the Long Diagonal Bear Put Spread strategy, buying longer-term ATM put and selling near-term OTM put is generally preferable.
Because the bought longer-term option can cover the risk exposure of the sold near-term option, no additional option margin is required to open the strategy.
This is also a debit strategy since the income from selling the near-term options is less than the cost of buying the longer-term options.
After opening the position, if the market fluctuates in a small range, the near-term options' time value will rapidly decay. At the same time, the value of the longer-term option will hardly be eroded.
When the underlying asset's price falls to the near-term option's strike price at the near-term option's expiration, the strategy can achieve the potential maximum gain.
If the underlying asset rises or falls sharply, investors will suffer losses. The potential maximum loss is the option premium paid.
When the near-term put expires, you can close the longer-term put or open other options to form a new options strategy, depending on the market situation.
Suppose you choose to continue holding the longer-term put. In that case, there is still an opportunity to further benefit from the potential profit brought by the falls in the price of the underlying asset.
Of course, if the underlying asset's price rises later, potential losses will also be incurred.
Gain & Loss
Breakeven: The breakeven point cannot be accurately calculated in advance. Even if an options calculator is used, the result is only a theoretical simulation. As the market changes, the actual breakeven points depend on the actual price of the options, which will fluctuate due to volatility functions, time functions, and other influences.
Max gain: The potential maximum gain is limited during the two options' existence. This cannot be calculated accurately in advance and depends on the longer-term option's price when it expires. When the near-term option expires, the potential maximum loss is unlimited if you do not close the longer-term option.
Max loss: The net option premium paid.
This presentation is for informational and educational use only and is not a recommendation or endorsement of any particular investment or investment strategy. Investment information provided in this content is general in nature, strictly for illustrative purposes, and may not be appropriate for all investors. Read more