SOLUTION: License plates in a particular state have two letters, three single-digit numbers, and then one letter. If no plate can begin with the letter ‘A’ and all three of the letters must
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-> SOLUTION: License plates in a particular state have two letters, three single-digit numbers, and then one letter. If no plate can begin with the letter ‘A’ and all three of the letters must
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Question 370270: License plates in a particular state have two letters, three single-digit numbers, and then one letter. If no plate can begin with the letter ‘A’ and all three of the letters must be different, how many different license plates are possible? Answer by edjones(8007) (Show Source):
You can put this solution on YOUR website! LL-NNN-L
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1st two letters: 25*26=650
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3 numbers: 10^3=1,000
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Last letter: 26
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650*1000*26=16,900,000
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Ed
