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if n belongs to natural numbers then the highest integer m such that 2^m divides (3^2n)9-8n-9

 Jan 5, 2016
 #1
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if n belongs to natural numbers then the highest integer m such that 2^m divides (3^2n)9-8n-9

 

When you say: (2^m) / [9(3^2n)-8n-9], do you expect to get two WHOLE integers for n, m? There are some hints that the statement is false!.

 Jan 5, 2016

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