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julianbato julianbato
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11 years ago
Is there a noncyclic group of order 39? Why?
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let
wrote...
11 years ago
Yes.

There is only one abelian group of order 39, and it is cyclic.  HOWEVER, there is a non-abelian group of order 39, and of course it is not cyclic.

It exists because 39 is a product of two primes, p, q with p
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