I point let g be a group of order 11, then a. g is noneyclie abelian b. g is cyclic c. g is non abelian d. centre of g has order 7. o a o b oc o d suppose that

I point Let G be a group of order 11, then A. G is noneyclie abelian B. G is cyclic C. G is non abelian D. centre of G has order 7. O A O B Oc O D Suppose that o is an isomorphisim irom a group G onto a group G. Which one i1s false? (a)1s an isomorphism from G onto G. (b) G is Abelian if and only if G is Abelian. (C) Gis cyclic if and only if G is cyclic. (d) If K is a subgroup of G, then O(K) = {o(k) |kEK} is a subgroup of G. OA O B O C O D