Let g be an abelian group of order 55. then (a) 44. g has 10 elements of order 11 (b) g has 4 distinct subgroupp (c) g cannot be cyclic (d) g has enactly 4 elem

Let G be an abelian group of order 55. Then (A) 44. G has 10 elements of order 11 (B) G has 4 distinct subgroupp (C) G cannot be cyclic (D) G has enactly 4 elements of order 5.