AAPL Bearish Calendar Put Spread is Inexpensive at 82 Cents


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This AAPL Calendar Put Spread Aims for 374% ROI

Bearish play with a target stock price of $155

Strategy has +374% upside potential and 12% undervalued


Strategy: Long AAPL Calendar Put Spread
Sell 05-May-23 155 Put2.43
Buy 19-May-23 155 Put3.25
Debit:$0.82


Apple has fallen by -1.5% today to $163.15. The price action today indicates stock and market weakness. Setting up this calendar spread with strikes at $155 gives you a bearish bias to tap into AAPL stock's weakness.

Option Profit Calculator Results for AAPL Calendar Spread at 05-May-23 Expiration

In this scenario, the optimal stock price for the option strategy would be $155.00 on the date of the first expiration, May 5, 2023. This is equal to the strike price of the options in the spread. Since there is notable downward pressure in both the market and AAPL, and the strikes are below the current stock price of $163.46, the spread is taking advantage of the market's bearish bias. If the stock price is $155.00 at expiration, we can benefit from the 05-May-23 put, which we sold, expiring worthless, and the option that we are long, the 19-May-23 put, will still have time premium built in.

Since we do now know what the exact implied volatility will be on May 5, we can use our historical data to make an educated estimate to help us calculate the value of the 19-May-23 option. Applying the median historical implied volatility of 31.6 from similar options, the theoretical value of the put is 3.88 at the date of the 05-May-23 expiration. Using the above assumptions gives us a potential upside of +374% for this calendar spread.

AAPL Calendar Spread Value vs. Market Price

According to Market Chameleon estimated value, AAPL Calendar Spread is trading at a 12% discount to historical benchmark.

If we use historical data to measure how similar spreads in AAPL were priced in the market, the 4-year average price was 0.93, with a high mark of 1.61 and a low of 0.57.

Currently, the calendar put spread is bid at 0.74 and offered at 0.82. The midpoint of the spread is 0.78.

If we use 0.93 as our historical fair value benchmark, the current market ask price is at a 12% discount, while the current market midpoint represents a 16% discount.

Current PriceHistorical Values of Similar Spreads
BidAskMidpointAverageHighLow
0.740.820.780.931.610.57
Market Chameleon captures daily records of market data to calculate historical benchmarks and generate estimated values.

Takeaway

The AAPL calendar put spread we've identified here can be a good way to play a bearish outlook because the option strategy has a +374% upside potential, is 12% underpriced relative to historical measures, and will benefit from the stock price moving lower to $155.

See how Market Chameleon can help you make smarter and more efficient trades!


NOTE: Stock and option trading involves risk that may not be suitable for all investors. Examples contained within this report are simulated And may have limitations. Average returns and occurrences are calculated from snapshots of market mid-point prices And were Not actually executed, so they do not reflect actual trades, fees, or execution costs. This report is for informational purposes only, and is not intended to be a recommendation to buy or sell any security. Neither Market Chameleon nor any other party makes warranties regarding results from its usage. Past performance does not guarantee future results. Please consult a financial advisor before executing any trades. You can read more about option risks and characteristics at theocc.com.


The information is provided for informational purposes only and should not be construed as investment advice. All stock price information is provided and transmitted as received from independent third-party data sources. The Information should only be used as a starting point for doing additional independent research in order to allow you to form your own opinion regarding investments and trading strategies. The Company does not guarantee the accuracy, completeness or timeliness of the Information.