Exercise 10, § 4
Algebra, I, 133
Let be a normal subgroup of a group contained in the centre of . Show that if is a monogenous group is commutative.
Solution
No solution has been written yet.
Algebra, I, 133
Let be a normal subgroup of a group contained in the centre of . Show that if is a monogenous group is commutative.
No solution has been written yet.