Aschbacher finite group theory exercise 1.6
33294
The correspondence theorem for groups
16476
Order of the product of two commuting elements with coprime orders in a group.
133019
Nilpotent elements in $\mathbb Z_n$
70394
Prove that $a * b$ is a group (Hungerford, 2nd ed., sec $7.2$, Exercise $22$)
68551
character degrees of finite simple groups: an elementary question
83654
Order of an element in a finite cyclic group
62277
Cayley tables for two non-isomorphic groups of order 4.
149578
Subgroups of $(\mathbb Z_n,+)$
149030
Nonisomorphic groups of order 12.
90081
problems in group theory
83061
Generating the symmetric group $S_n$
157806
Order of a element on a Symmetric Group
130937
Embeddings of finite groups into $\mathrm{GL}_n(\mathbb{Z})$
30676
$G'$ and the product of all the elements in an odd order group
95229
Qualifying Exam Question On Elementary Group Theory
145254
$G$ be a non-nilpotent and supersoluble finite group.
3161
Galois group of $x^6 + 3$ isomorphic to a copy of $S_3$ inside $S_6$