Every non_abelian group is nilpotent.

A. True
B. False
View Answer

B. False

Related MCQs

  1. The Fitting group is.
  2. In stabilizer the X is a.
  3. The order of an element of a finite group G the order of G.
  4. In a congugacy class how many elements in a center of G.
  5. Every G_set has a unique partition consisting of G set.
  6. Every abelian group is solvable of solvability length .
  7. If X is G_set and x∈X then subset Gx={g∈G , g.x=x} of G is called .
  8. According to second defination of nilpotent group.
  9. If G is nilpotent then H contain properly in.
  10. G is solvable N/G is.

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