Prove that if H is a normal subgroup of index p2 where p
Chapter 24, Problem 62E(choose chapter or problem)
Prove that if H is a normal subgroup of index \(p^2\) where p is prime, then \(G^{\prime} \subseteq H\) (see Exercise 3 in the Supplementary Exercises for Chapters 5-8 for a description of \(G^{\prime}\) ).
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