
Number theory question continued
Posted:
Mar 25, 2006 3:55 AM


Hello everybody, I post it again to rapair one mistake Could you give a clue how I can start the following problem or propose a solution.
"Is it true that for every sufficiently large interval there will be a integer in it of the form 2^n3^m where m,n are integers?"
As far as I understand it we are supposed either to prove that there exists number H : every interval with length H contains such a number or disprove it.
Regards,
Mladen

