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Statement A: All cyclic groups are abelian. 
Statement B: Every simple groups are cyclic.
  • a)
    A and B are false
  • b)
    A is true B is false
  • c)
    B is true A is false
  • d)
    A and B both are true
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
Statement A: All cyclic groups are abelian.Statement B: Every simple g...
By the properties of cyclic group it is clear that all cyclic group are abelian and every group of prime order is simple group i.e. Every simple group must be cyclic.
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Statement A: All cyclic groups are abelian.Statement B: Every simple groups are cyclic.a)A and B are falseb)A is true B is falsec)B is true A is falsed)A and B both are trueCorrect answer is option 'D'. Can you explain this answer?
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