SOLUTION: determine the number of different passwords possible consisting of 5 different letters if the first letter must be a T and the 2nd letter is a C, and the 3rd letter is a U.

SOLUTION: determine the number of different passwords possible consisting of 5 different letters if the first letter must be a T and the 2nd letter is a C, and the 3rd letter is a U.

Algebra.Com

Question 431670: determine the number of different passwords possible consisting of 5 different letters if the first letter must be a T and the 2nd letter is a C, and the 3rd letter is a U.
Answer by jorel1380(3719) (Show Source): You can put this solution on YOUR website!
If the first letter must be a T, the second a C, and the third a U, then there are only 26X26, or 676 different possible passwords available, since there are 26 letters in the alphabet.
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