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Earn +20 ptsQ: How many single digits licence plates in all?
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How many different licence plates are possible if the numbers and letters can be repeated numbers 0 to 9 and all 26 letters of the alphabet?
36n where n is the number of digits allowed in the plate. If a blank space is acceptable as a digit, then that becomes 37n.
How many license plates are in a Californian sequence for example 1aaa001-1zzz999?
If I understand correctly the first number has to be '1', the next three digits have to be letters, and the last digit can't be '0', so there are1x26x26x26x10x10x9 = 15,818,400 possible Californian licence plate combinations.
How many license plates can be made using three digits and three letters without repetitions of letters and digits?
10,108,800 assuming that leading 0s are not allowed in the 3-digit numbers; that the licence authorities do not block some letter combinations because they are rude, and letters that might be confused with numbers (O and 0, I and 1, Z and 2, S and 5, B and 8) are all permitted.
How many 3 letter and 3-digit license plates can Uncle Pennybags make with no repeated digits or letters?
11,232,000
How many license plates are possible if two letters are to be followed by four digits?
(26) x (26) x (10,000) = 6,760,000
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