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(6 points) Let G be a group of order 35. Show that every non-trivial subgroup of G is cyclic.

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P<q We first talk about the most two. important fact of the group of onder P2. Let G be a group anden pq where ane distinct pNow, 1,5,7,35 factors of of 35 are SD G has subgroup of onder 1959 7 and 25. But subgroups of and 35 means they are improper.

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