A calendar spread is a versatile options trading strategy that involves buying and selling certain options contracts at the same time. Find out exactly how calendar spreads work and how you can use them.
A calendar spread is an options trading strategy where you simultaneously buy one options contract and sell another. In other words, you open two positions at the same time – one long, one short. The two contracts you trade will be of the same type, ie they’ll both be calls or puts. They’ll also have the same underlying asset and strike price but different expiration dates.
Also known as a time spread, counter spread and horizontal spread, this strategy aims to capitalise on differences in options prices due to time decay (theta) and implied volatility.
A calendar spread works through a series of interconnected steps and concepts:
Setup and position: you’ll simultaneously buy one options contract and sell another. The two contracts will have the same underlying asset and strike price but different expiration dates. Typically, you’d sell a near-term option and buy a longer-term one. For example, you might sell a call that expires in 30 days while buying a call that expires in 90 days
Time decay and profit mechanism: calendar spreads can profit from time decay rates. The near-term (short) option loses value faster than the longer-term (long) option, widening the spread (ie the difference between the two options’ values) and creating potential profit opportunities
Ideal scenario and risk: the maximum profit typically occurs if the underlying asset's price is at the strike price when the near-term option expires. At this point, the short option will expire worthless, while the long option will still have value. However, if the asset's price moves significantly away from the strike price, both options may lose or gain value, potentially resulting in a loss
Adjustments: you can adjust your positions as market conditions change. For example, you could roll the near-term option to a new expiration date
Note that calendar spreads generally work best in stable market conditions, where the underlying asset's price will likely not move dramatically before the near-term option expires.
To trade calendar spreads with us, you’ll need a US options and futures account. This account enables you to buy and sell options contracts (rather than just speculate on their prices), which is essential for the strategy. You can open a US options and futures account by filling in a short form, where we’ll ask you about your trading experience. Once we’ve verified your details, you’ll be able to fund your account and start trading online.
Use the search function on our US options and futures platform to find and select the asset you want to trade on. Make sure you do thorough research on the asset before taking your positions.
To execute the calendar spread strategy, you’ll need to simultaneously:
Remember, the contracts must be of the same type (ie both calls or both puts) and have the same strike price.
Once your calendar spread has been established, monitor your trades carefully, particularly as the short-term option approaches expiration. Stay on top of any market conditions, volatility or significant news events that may impact your positions. Consider closing or adjusting your short position before the near-term option expires to manage your risk. You should always assess potential losses and make informed decisions about letting options expire, buying them back or rolling them to later dates.
Suppose Apple Inc (AAPL) is currently trading at $145 per share. After analysing the stock's historical volatility and upcoming events, you decide to implement a long call calendar spread. You choose a strike price of $150, anticipating modest upward movement.
You place the following trades:
Sell 1 AAPL $150 call expiring in 30 days for $2.50
Buy 1 AAPL $150 call expiring in 90 days for $5.75
Your net debit for these trades is $3.25 per share ($5.75 - $2.50). Since each standard equity options contract represents 100 shares of the underlying stock, that would mean a net outlay of $325 for the spread.
If AAPL rises to $151 and the short-term call expires, your strategy could be profitable. For instance, if the long call was then worth $7, you could sell it for a $3.75 profit per share ($7 - $3.25 initial debit), totalling $375 for the contract. However, if AAPL drops to $140 due to unexpected supply chain issues, for example, both calls might become nearly worthless, potentially leading to a loss close to your initial $325 outlay.
Let's say Microsoft (MSFT) is currently trading at $300 per share. You're slightly bearish on the stock in the short term due to concerns of a potential economic slowdown negatively affecting the demand for cloud services. So, you choose a strike price of $290.
You place the following trades:
Sell 1 MSFT $290 put expiring in 30 days for $4.50
Buy 1 MSFT $290 put expiring in 90 days for $9.75
Your net debit is $5.25 per share ($9.75 - $4.50). As each standard equity options contract represents 100 shares of the underlying stock, your net outlay for the spread would be $525.
If MSFT drops to $290 by the time the short-term put expires, your strategy could be profitable. For instance, if the long put was then worth $12, you could sell it for a $6.75 profit per share ($12 - $5.25 initial debit), totalling $675 for the contract. However, if MSFT rises to $320 due to strong Azure sales, for example, both puts might become nearly worthless, potentially leading to a loss close to your initial $525 outlay.
Imagine Tesla (TSLA) is trading at $700 per share and you expect significant price movement in either direction due to an upcoming earnings report. So, you select a strike price of $720 for a short call calendar spread.
You place the following trades:
Buy 1 TSLA $720 call expiring in 30 days for $25
Sell 1 TSLA $720 call expiring in 90 days for $45
Unlike a standard calendar spread where you sell the near-term option, you're selling the longer-term option and buying the shorter-term one. This inverted structure results in a net credit of $20 per share ($45 - $25). Since each standard equity options contract represents 100 shares of the underlying stock, that would mean receiving a net credit of $2,000 for the spread.
The short call will profit if TSLA moves sharply in either direction. If Tesla announces groundbreaking new technology and the stock jumps to $800, for example, your short-term call might be worth $80, while the long-term call might be worth $95. Closing the positions would give you a $5 profit per share ($80 - $95 + $20 initial credit), or $500 for the spread.
Conversely, if TSLA drops to $600 instead, both calls might become worthless, enabling you to keep the entire $2,000 initial credit as profit.
Suppose Amazon (AMZN) is trading at $3,300 per share and you anticipate significant volatility due to an antitrust investigation. You decide to implement a short put calendar spread with a strike price of $3,200.
You place the following trades:
Buy 1 AMZN $3,200 put expiring in 30 days for $55
Sell 1 AMZN $3,200 put expiring in 90 days for $110
In this inverted calendar spread, you're selling the longer-dated option and buying the shorter-dated one. This creates a net credit of $55 per share ($110 - $55). With each standard equity options contract controlling 100 shares of the underlying stock, this spread generates a net upfront credit of $5,500.
If AMZN plummets to $3,000 due to negative investigation results, your short-term put might be worth $200, while the long-term put might be worth $250. Closing the positions would result in a $5 profit per share ($200 - $250 + $55 initial credit), or $500 for the spread. Alternatively, if AMZN surges to $3,500 on strong e-commerce growth, for example, both puts might become worthless, enabling you to keep the entire $5,500 initial credit as profit.
For all these examples, it's crucial to remember that options trading carries significant risks. Real-world outcomes can be affected by numerous factors, including market volatility, company-specific events (in the case of stock or stock-related options) and broader economic conditions.
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