From the discussion:
The situation at the close:
NUE | Strike | Call Bid | Extrinsic | Put Bid | Extrinsic | Extr Diff |
$56.86 | $56.50 | $0.69 | $0.33 | $0.65 | $0.65 | $0.32 |
$56.86 | $57.00 | $0.46 | $0.46 | $0.92 | $0.78 | $0.32 |
But, bottom line -- if the CC and CSP had been written at the close, the outcome as of the ex-dividend date would have been:
- $57 CC: -$56.86 + $0.46 + $0.3775 + $57 = $0.9775
- $57 CSP: $0.92
- $56.50 CC: -$56.86 + $0.69 + $0.3775 + $56.50 = $0.7075
- $56.50 CSP: $0.65
The $0.06 difference between the two is due to that $0.32 variance yesterday. That is, the CSP's only collected $0.32 of the $0.3775 dividend.
But given the $0.32 variance had to be corrected overnight, doesn't that suggest some type of advantage could be exploited? What about a "Dividend Champion" that pays a dividend over $1, such as MMM?
Good observation Randy. I have found that most often, initially entering a short cash-secured Puts position provides a very slightly better annualized-return-on-investment potential in comparison to its comparable covered call. However, the opposite is true (as your article describes) if there is an intervening ex-div prior to the options expiration date.
ReplyDeleteExample using CSCO: Ex-div of $.29 on 7/5
1. If Covered Call: Buy shares at yesterday's closing price of $31.41 and sell-to-open July 21st $31.00 Call options @ $.64 (midpoint of bid/ask prices). Potential profit of $.52 per share ($.29 dividend plus $.23 time value in Call options); or
2. If Short Put options: Sell-to-Open July 21st $31.00 Puts @ $.48 (midpoint of bid/ask).
The $.64 Covered Call potential is substantially better than the $.48 potential in the short Puts.
In any case, it is always desirable to compare the CC versus its equivalent CSP before establishing any new investment to determine if either provides a somewhat better ROI potential.
Correction: second sentence in #2 in my prior comment should say: "The $.52 Covered Call potential is better than the $.48 potential in the short Puts."
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