3 In Z9 under the operation the subset 0 3 6 forms a proper subgroupProblem 1 Find two different proper subgroups of S Hn a0a1a2an 2 If H SThe second part of this last ID: 959307
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G is a subgroup of G if H is itself a group under theoperation in G.Note: Every group G has at least two subgroups: G itself and the subgroup {e},containing only th
e identity element. All other subgroups are said to be propersubgroups. 3. In Z9 under the operation +, the subset {0, 3, 6} forms a proper subgroup.Problem 1:
Find two different proper subgroups of S Hn a0,a1,a2,...,an .(2) If H S.The second part of this last theorem states that S is the smallest subgroup of G th