When trading a Covered Call (ie. LongStock + ShortCall) then the risk is known in advance as it's
"Risk = InitialStockPrice - InitialCallPremium" that one can lose maximally.
It's also the net invested value, ie. the net debit.
And also the term "covered" indicates this fact.
I just wonder whether this holds always, even if the company goes bankrupt or so?
Are there any situations thinkable where one could lose more than the above pre-computed risk?
The rationale for this question is this:
if there is not any additional hidden risk involved then one can invest more, and the risk would stay relatively the same, on a percentual base. By this, one could concentrate just on this one ticker only instead of looking for multiple tickers for diversification (which takes much time & work, btw).
What's the absolute worst case scenario imaginable for such Covered Call trading?
"Risk = InitialStockPrice - InitialCallPremium" that one can lose maximally.
It's also the net invested value, ie. the net debit.
And also the term "covered" indicates this fact.
I just wonder whether this holds always, even if the company goes bankrupt or so?
Are there any situations thinkable where one could lose more than the above pre-computed risk?
The rationale for this question is this:
if there is not any additional hidden risk involved then one can invest more, and the risk would stay relatively the same, on a percentual base. By this, one could concentrate just on this one ticker only instead of looking for multiple tickers for diversification (which takes much time & work, btw).
What's the absolute worst case scenario imaginable for such Covered Call trading?
