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A group of order 49 is always a
  • a)
     Non-cyclic group
  • b)
     Abelian group
  • c)
     Non-Abelian group
  • d)
     Simple group
Correct answer is option 'B'. Can you explain this answer?
Most Upvoted Answer
A group of order 49 is always aa)Non-cyclic groupb)Abelian groupc)Non-...
Since, we know that every group of order p2 is cyclic, where p is a prime integer.
∴  Group of order p2 is abelian also
∴  Group of order 72 i.e, 49 is abelian and cyclic.
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A group of order 49 is always aa)Non-cyclic groupb)Abelian groupc)Non-Abelian groupd)Simple groupCorrect answer is option 'B'. Can you explain this answer?
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