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[QUE/GT-02007]

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Find all left and right cosets of the group of permutations on three objects, $S_3$ taking the subgroup to be

  1.  $H_1=\big\{e, (1,2)\big\}$
  2. $H_2=\big\{e, (1,3)\big\}$
  3. $H_3=\big\{e, (2,3)\big\}$
  4. $H_4=\big\{e, (1,2,3),(1,3,2)\big\}$

 

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4727:Diamond Point

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