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Prerna chaudhary 1 Asked a Question
November 21, 2021 2:54 pmpts 30 pts
For 𝑛 > 2, show that every even permutation in 𝑆௡ is a product of 3-cycles.
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  • Deepak singh 1 Best Answer
    We know every 3-cycle in Sn is in An , because (abc)=(ac)(ab)(abc)=(ac)(ab), and by definition An consists of everything that can be written as a product of an even number of trans...
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