Groups: Subgroups of S_3

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We explain how to find all of the subgroups of S_3 and show the subgroup lattice.
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so an S7 is going to be a pain in the ass

lemyul
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I think your initial group is not accurate. (123) is the identity element so the 2, 3 piece elements should be (231) & (312)

james
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Sir
Write the elements of length of the group of S3
Please answer

abidkakar
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can you explain why (1 2)(1 3) =( 1 3 2) ?

maiquynhnghinguyen