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Vijay Singh chauhan Asked a Question
December 24, 2020 10:09 ampts 30 pts
(b) Let G be a group and g be a fixed element of G. Ifthe mapping Ta:GG defined by T (x) = gxg xEG, then show that it is an automorphism of G.
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  • Sonu saini Best Answer
    answer In attach file replace 'a' by 'g'
    • cropped8574405910792774011.jpg
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    Sonu saini
    thank u sir
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