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-1995

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Vincent Schneider

Lvl 10
3y ago
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12y ago

The key to this question is noting that only the position of the 1 is important. Where the 9s are is dictated by the position of the 1 within the 4 digit number. There are only 4 possible places for the 1 to be, and thus there are only 4 different 4 digit numbers that can be formed from the digits in 1999 only once:

1999, 9199, 9919, and 9991

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Q: How many different 4-digit numbers can be formed using each of the digits in 1999 exactly once?
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