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Sum To 2007 Nines? (Posted on 2007-10-15) Difficulty: 2 of 5
The number N is obtained by rearranging the digits of a positive decimal whole number M.

Can M+N be equal to 99.....9, where the digit 9 is repeated precisely 2007 times?

See The Solution Submitted by K Sengupta    
Rating: 5.0000 (1 votes)

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Some Thoughts Murphy's theorem. | Comment 2 of 11 |

Not sure what a "positive decimal whole number" is.  The word "decimal" had me thinking of the following solution:

454.5 + 544.5 = 999

45454.5 + 54544.5 = 99999

4545...45454.5 + 5454...54544.5 = 9999...99999 (odd # of 9s)


  Posted by Leming on 2007-10-15 17:07:57
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