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#62307

Correspondence between cosets

                                     Modern Algebra
                                  Group Theory (XXVII)
                                   Subgroups of a Group
                           Cosets of Subgroups of a Group  

                    
       For a subgroup H of G define a left coset of  H in G as the set of all elements of the form  ah, hєH.
       Show that there is a 1-1 correspondence between the set of left cosets of  H in G and the set of right cosets of  H in G.

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This is a proof regarding a 1-1 correspondence between left and right cosets.

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