Mathematics, 13.07.2019 18:10 SKYBLUE1015

Let g be a group, let h be any subgroup of g, and let a be a fixed element of g. define aha^-1 = {g elementof g|g = aha^-1 for some h elementof h}. show that aha^-1 is a subgroup of g.

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Let g be a group, let h be any subgroup of g, and let a be a fixed element of g. define aha^-1 = {g...

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