Every finitely generated nilpotent group is. A. Super Solvable B. Non Solvable C. Transitive D. Alternating View AnswerA. Super Solvable Related MCQs In stabilizer the X is a. The order of an element of a finite group G the order of G. Every abelian group is solvable of solvability length . If X is G_set and x∈X then subset Gx={g∈G , g.x=x} of G is called . All permutations of an infinite set is called restricted symmetric group. The solvable length of quaternions group is. Every finitly generated group is supersolvable. Every subgroup and factor group are . Every abelian group is. Every nilpotent group is.
