Among the integers from I to 10,000,000,000 which are there more of:
those in which the digit I occurs or those in which it does not occur?
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10,000,000,000 is a 11-digit number. So, if there is a number 1 0,000,000,000 then there is another number 00,000,000,00 1 .
Another example, 00,0 1 0,000,000 and 00,000,00 1 ,000.
Means the place of 1 from right and left are same. But there will be some number in which 1 is in the middle such a 23,445, 1 09,846. This number can't have any friend as in the above examples. So, ultimately there are more
NUMBERS WHERE 1 OCCURS. Hopefully, my solution is correct.