My understanding is that for all possibile n combinations it is n! which is what you are doing.
But that only gives you all combinations for that number of letters. However, he wants all 4 letter combinations out of all 26 letters of the alphabet without any repeats.
Now my understanding of that request is
26! / (26-4)! = 26! / 22! = 4.03291461 × (1026 to the 26th power) divided by 1.12400073 × (1021 to the 20th power) = I don't have the slightest clue
Of course, my understanding may be questionable




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