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Harsh Saxena Asked a Question
July 15, 2020 8:39 pmpts 1 pts
9 Consider the multiplicativee group G of all the n = 0,1,2.. Then (a.) Every proper subgroup of G is finite (b.) G has a finite set of generators (c.) G is cyclic (d.) Every finite subgroup of G is cyclic (complex )2" - th roots of unity where-
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  • Deepak singh thankyou
    proof of option D
    • cropped58004235.jpg
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  • Deepak singh
    option a and d are correct
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    Deepak singh
    G is infinitly generated and non cyclic group.. and every proper subgroup is cyclic