Consider the elements σ1 = (152)(34) and σ2 = (163)(45) in S6. Calculate an element τ ∈ S6, written as a product of disjoint cycles so that σ2 = τσ1τ-1. I know from the answers that τ=(56234) and τ-1=(65432), I just don't know how they find these answers, so if able please explain step by step in detail. Thank you in advance.
Consider the elements σ1 = (152)(34) and σ2 = (163)(45) in S6. Calculate an element τ ∈ S6, written as a product of disjoint cycles so that σ2 = τσ1τ-1. I know from the answers that τ=(56234) and τ-1=(65432), I just don't know how they find these answers, so if able please explain step by step in detail. Thank you in advance.
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Consider the elements σ1 = (152)(34) and σ2 = (163)(45) in S6. Calculate an element
τ ∈ S6, written as a product of disjoint cycles so that σ2 = τσ1τ-1.
I know from the answers that τ=(56234) and τ-1=(65432), I just don't know how they find these answers, so if able please explain step by step in detail. Thank you in advance.
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How does the 2 in (152)(34) go to 6 instead of 1
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