Chemistry, 14.01.2020 01:31 jay0626

Let g be a group and h a normal subgroup of finite index. suppose that p is a prime dividing [g: h]. prove that g has a subgroup such that h ⊆ k ⊆ g with [k: h] =p

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Let g be a group and h a normal subgroup of finite index. suppose that p is a prime dividing [g: h]....

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