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SOLVED: Let the group G = S3 act on the vector space R3 by (3,1,3) -> (A(0)T(4), P(0)T(2), (0)T(3)), where if 0 is an even permutation; p(0) = if 0 is an
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SOLVED: Consider the set 1, 2, 3. Define a group action of the group G = S3 on S by f .n = f(n) for f ∈ G and n ∈ S.
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