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 Move the 6, Quadruple the Number (Posted on 2003-09-04)
In Move the 2, Double the Number, we found a number that ended in two, for which moving the two to the beginning of the number doubled its value.

For this problem, we have a number with 6 as the last (right-most) digit.
If we erase the 6 and put it on the left end of the number (for example, 936 would become 693), then we have a number four times our original number (we see that 936 doesn't work, of course).

What is the smallest number that fits this condition?

What is the second smallest number that works?

What is the tenth smallest number that works?

 See The Solution Submitted by DJ Rating: 4.1667 (12 votes)

 Subject Author Date Solution Dej Mar 2007-11-28 09:29:14 answer K Sengupta 2007-08-31 23:26:03 Solution Nick Hobson 2003-10-10 21:28:37 Not for SIlver Knight's Eyes FatBoy 2003-09-05 07:44:25 solution Eric 2003-09-05 00:27:27 solution Charlie 2003-09-04 14:47:24

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