I may be getting a little confused here, but, if the number of combinations with 7 unique letters is 7! then the number of combinations with 6 unique letters plus a blank should be 6!*26, and with 5 unique letters and 2 blanks would be 5!*26*26 making the formula (n-b)!*26b where n equals the number of tiles and b equals the number of blanks.
Of course this formula doesn't work for the case where all the tiles are blanks.
In reply to Re: Scrabble word arrangements with blank tiles
by Moriarty
in thread Scrabble word arrangements with blank tiles
by Anonymous Monk
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