A state\'s license plate starts with a letter Other than O followed by a 5 capit
ID: 3317903 • Letter: A
Question
A state's license plate starts with a letter Other than O followed by a 5 capital Letters (A-Z) followed by one digit (0-9)
How many different license plates are possible?
How many different license plates have no repeated symbols (all the digits are different and all the letters are different)
A state's license plate starts with a letter Other than O followed by a 5 capital Letters (A-Z) followed by one digit (0-9)
How many different license plates are possible?
How many different license plates start with a T and end withan 8?
How many different license plates have no repeated symbols (all the digits are different and all the letters are different)
Explanation / Answer
a) No of different license plates are possible = 25*26*26*26*10*10*10 =439400000
b) No of different license plates start with a J and end with a 3 = 1*26*26*26*10*10*1 = 1757600
c) No of different license plates have no repeated symbols = 25*25*24*23*10*9*8 = 248400000
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