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SOLVED: Let G be a group. Let [G,G] = (c-ly-lrylz,y € G). Show that [G,G] is a normal subgroup of G Show that G/[G,G] is abelian [G,G] is called the commutator subgroup
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Solved] Assume that the abelian group (G,*) has two subgroups A and B. Then find if AB where AB={a*b such that a is in A and b is in B} is also
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