Problem of the Week
for the week of October 31, 2005

A Divisibility Problem

Find a 10 digit number abcdefghij such that each digit is different,
and so that the number ab is divisible by 2, abc is divisible by 3,
abcd is divisible by 4, abcde is divisible by 5,
abcdef is divisible by 6, abcdefg is divisible by 7,
abcdefgh is divisible by 8, abcdefghi is divisible by 9,
and abcdefghij is divisible by 10.



Send your solution by Friday 4:00 PM to:
David Pleacher


Links:

Handley Problem of the Week Page

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