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Let G = (where * denotes matrix multiplication on G) is
  • a)
    not a group as identity element does not exist
  • b)
    not a group as closure property failed
  • c)
     group but not abelian
  • d)
    abelian group
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Let G =(where * denotes matrix multiplication on G) isa)not a group as...
a is one of the generator aP is generator of G of order n iff (n, P) = 1,1 < P < n
Here, n - 4 and (4, 3) = 1.
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Let G =(where * denotes matrix multiplication on G) isa)not a group as identity element does not existb)not a group as closure property failedc)group but not abeliand)abelian groupCorrect answer is option 'A'. Can you explain this answer?
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