ABSTRACT ALGEBRA Exercise 3 7 8 For every n 3, construct a nonabelian group of order n(n), where (n) Zn is the Euler phi function of n Exercise 3 7 8 For every n 2 3, construct a nonabelian group of order no(n), where p(n) Z, is the Euler phi function of n Hint Use Exercise 3 7 7

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Question: ABSTRACT ALGEBRA Exercise 3.7.8 For every n 3, construct a nonabelian group of order n(n), where (n) = |Zn | is the Euler phi function

ABSTRACT ALGEBRA Exercise 3.7.8 For every n 3, construct a nonabelian group of order n(n), where (n) = |Zn | is the Euler phi function of n.

Exercise 3.7.8 For every n 2 3, construct a nonabelian group of order no(n), where p(n) = [Z, | is the Euler phi function of n. Hint: Use Exercise 3.7.7

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