In: Advanced Math
Give an example of a nonabelian group G of order n and a subgroup H of order k. Then list all of the cosets of G/H. where n = 24 and k = 3.
here our group
Which is clearly non abelian and we have formed a subgroup H of
order 3 and formed all the left and right cosets.Here all left
cosets and rights cosets are same.