A five-character password consists of three letter of the alphabet and two different digits between 0 and 9, inclusive. The letter must appear as the second or third character of the password. How many different passwords are possible?	Choose the most appropriate option.
A) 225,040 B) 18,443,720 C) 26,337,000 D) 28,337,440 E) 28,473,120
5 character password: DLDLL   First digit can be chosen in 10 ways.   The letter can be chosen in 26 ways.   Next digit can be chosen in 9 ways.   The letter can be chosen in 25 ways.   The letter can be chosen in 24 ways.   This gives us 10*26*9*25*24ways   Now, the letter can also be DDLD so there will be another 10*9*26*25*24 ways   Total = 10*26*9*25*24*2 = 28,473,120 ways   28,473,120
<result>E</result>
A five-character password consists of three letter of the alphabet and two different digits between 0 and 9, inclusive. The letter must appear as the second or third character of the password. How many different passwords are possible?