Lucxi5556 Lucxi5556
  • 22-04-2024
  • Mathematics
contestada

Let G be a finite Abelian group such that ∣G∣ is an odd integer. Show that the product of all elements in G is the identity. Problem 10.21: prove that every group of order 77 must have an element of order 7 and an element of order 11.

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