Find all possible two digit positive integers N for which the sum of digits of 10^{N}  N is divisible by 170.
(In reply to
re: Solution by Patrick)
Patrick:
You need to add up the digits of 10^N  N, and that number is what must be divisible by 170.
For example, 10^39  39 is 37 9's followed by 61, and the digits of that number add up to 37*9+6+1=333+7=340=2*170.
~Richard

Posted by Richard
on 20060718 23:06:36 