IIT JAM Follow
Thanu dharshani. t. t Asked a Question
April 22, 2021 7:04 am 30 pts
Let G be a group with identity e. Let H be an abelian non-trivial proper subgroup of G with the property that H n gHg = {e} for all g e H. If K {gE G: gh = hg for all he H}), then (a) K is a proper subgroup of H (b) H is a proper subgroup of K (c) K = H (d) there exists no abelian subgroup LCG such that K is a proper subgroup of L lne
• 1 Likes
• Shares
• Deepak singh
Refer attached , option c is correct