Let G be any finite group. Which one of the following is necessarily true? 

1
G is a union of proper subgroups.  
2
G is a union of proper subgroups if |G| has at least two distinct prime divisors. 
3
If G is abelian, then G is a union of proper subgroups. 
4
G is a union of proper subgroups if and only if G is not cyclic. 

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