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Exercise 14.3.33. Given the following permutations in Ss, a = (1257)(34), 7 = (265)(137), and p = (135)(246)(78) find the products: (а) от (c) TP (b) та (d) op

Exercise 14.3.33. Given the following permutations in Ss, a = (1257)(34), 7 = (265)(137), and p = (135)(246)(78) find the products: (а) от (c) TP (b) та (d) op

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section: Chapter Questions
Problem 60RE
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Please do Exercise 14.3.33 Part A and B. Please show step by step and explain.

Therefore (156) (2365)(123) = (1352). Exercise 14.3.33. Given the following permutations in Sg, o = (1257)(34), 7 = (265)(137), and p = (135)(246)(78) find the products: (а) от (c) TP (b) та ( d ) σρ Exercise 14.3.34. Compute each of the following. Note that e.g. (123)2 means the same as (123)(123). (a) (1345)(234) (c) (143)(23)(24) (e) (1254)(13)(25)2 (b) (12)(1253) (d) (1423)(34)(56)(132) (f) (1254) (123)(45)
Transcribed Image Text:Therefore (156) (2365)(123) = (1352). Exercise 14.3.33. Given the following permutations in Sg, o = (1257)(34), 7 = (265)(137), and p = (135)(246)(78) find the products: (а) от (c) TP (b) та ( d ) σρ Exercise 14.3.34. Compute each of the following. Note that e.g. (123)2 means the same as (123)(123). (a) (1345)(234) (c) (143)(23)(24) (e) (1254)(13)(25)2 (b) (12)(1253) (d) (1423)(34)(56)(132) (f) (1254) (123)(45)
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