- #1
sachinism
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A row contains 1000 integers
The second row is formed by writing under each integer, the number of times it occurs in the first row.The third row is now constructed by writing under each number in the 2nd row, the number of times it occurs in the 2nd row.This is process is continued
Prove that at some point, one row becomes identical to the next.
The second row is formed by writing under each integer, the number of times it occurs in the first row.The third row is now constructed by writing under each number in the 2nd row, the number of times it occurs in the 2nd row.This is process is continued
Prove that at some point, one row becomes identical to the next.