The two commonly touted advantages of a covered call are cash flow and downside protection. When bear markets strike the protective aspect of the strategy becomes incredibly powerful. Today we’re going explore the merits of using short calls for defense and provide some guidelines for strike selection.
Premium = Protection
The protection provided by short calls is easy to calculate. It’s equal to the premium received. A few examples will help illustrate this. Suppose you own a stock worth $100 and have the following one-month calls available:
OTM $110 call: $1 premium
OTM $105 call: $3 premium
ATM $100 call: $6 premium
ITM $95 call: $8 premium
ITM $90 call: $11 premium
Call Strikes
The rule advocated by our covered call trading system – the Tackle 25 – involves selling OTM calls, usually with a delta around 0.40. It seeks to strike a proper balance between protection provided and max available profit. Traders following this prescription would sell the $105 call for $3 in the above table.
In doing so, they would have $5 of potential gain in the stock ($105 strike – $100 stock price), plus $3 of cash flow/protection provided by the call.
Now, suppose the market turns bearish and your focus turns more toward minimizing loss than maximizing gains. In that scenario, you might sell the ATM $100 call for $6, or even an ITM call for $8 or $11.
This is where I often get questions from students, such as:
How deep ITM should I sell?
Can I still make a profit if I sell a deep ITM option?
Questions, questions
The Depths Beckon
Let’s tackle the first query. There isn’t a right answer to how deep ITM you should go when seeking protection. To make a more informed decision, however, you need to know the inherent tradeoff.
Deep ITM call = more protection, less potential profit
Shallow ITM call = less protection, more potential profit
Pick yer poison
When I say shallow, I mean 1 or 2 strikes ITM. Deep, then, refers to strikes that are more than 2 strikes ITM. And, yes, I just made that up.
Here’s a formula you must know to make a proper choice.
Max profit with ITM covered calls = Extrinsic Value
When selling an ITM call option, you obviously can’t make any money on the stock because you’re obligating yourself to sell it at a lower price. Your profit, then, comes from the call premium. But it’s not the entire premium! You have to take out the intrinsic value because that directly offsets the loss you’re locking in on the stock. It’s the extrinsic or time value that makes up the entirety of the potential profit. Let’s add some more detail to our table. “EV” represents extrinsic value, and “IV” represents intrinsic value.
OTM $110 call: $1 premium, $1 EV + $10 stock gain = $11 max profit
OTM $105 call: $3 premium, $3 EV + $5 stock gain = $8 max profit
ATM $100 call: $6 premium, $6 EV + $0 stock gain = $6 max profit
ITM $95 call: $8 premium, $3 EV + $5 IV – $5 stock loss = $3 max profit
ITM $90 call: $11 premium, $1 EV + $10 IV – $10 stock loss = $1 max profit
Mind the math!
With the stock trading at $100, those seeking max protection would consider selling the $95 or $90 covered call. The first provides $8 of protection with $3 potential profit. The second provides $11 of protection with only $1 of potential profit.
One isn’t better than the other. It merely depends on your preference on which offers a better balance between profit and protection.
2 Replies to “Options Theory: Selling ITM Covered Calls”
thanks coach Tyler! great article! exactly what I was struggling to decide when I opened positions on GDX and GOLD in the beginning of the crush (which the stocks still dropped in the following weeks). through selling near ATM and slightly OTM calls, I managed to offset 50% my stock loss! amazing amazing! I love that when we have OPTIONS!
this article clears lots of questions that i had. Thank you very much Tyler
one question, if i sell ITM call to protect and stock keeps going down pass my strike at expiration then what? my call is now OTM so should I call the broker to exercise? if yes when that should be done? right at expiration? and if not how it works?
Thanks again
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