SOLUTION: How many different four character passwords can be formed from the numerals 0-9 and the lowercase letters of the alphabet if repetition is allowed? How many can be formed if repeti

Algebra ->  Permutations -> SOLUTION: How many different four character passwords can be formed from the numerals 0-9 and the lowercase letters of the alphabet if repetition is allowed? How many can be formed if repeti      Log On


   



Question 844006: How many different four character passwords can be formed from the numerals 0-9 and the lowercase letters of the alphabet if repetition is allowed? How many can be formed if repetition is not allowed
Answer by Fombitz(32388) About Me  (Show Source):
You can put this solution on YOUR website!
10 digits and 26 letters makes 36 characters.
N=36%2A36%2A36%2A36=36%5E4=1679616
Without repetition, reduce each password position character count by 1.
N=36%2A35%2A34%2A33=1413720
The difference is 265896.