Prove that for each positive integer n, there exists an n-digit number having only odd digits and divisible by 5^n
- n,5^n, n digit number
- 1,5,5
- 2,25,75
- 3,125,375
- 4,625,9375
- 5,3125,59375
- 6,15625,359375 .....
It is following some kind of sequence I believe.
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Posted by Salil
on 2013-05-13 04:08:01 |