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Questions on group theory which concern finite groups.

5 votes
1 answer
1k views

Finite groups with no elements of order $p^2q$

Let $G$ be a finite group. What can be said if $G$ has the following Property P: $G$ has no element of order $p^2q$ for any two distinct primes $p,q$? In particular, which finite simple groups sa …
mousavi's user avatar
  • 81
3 votes
2 answers
415 views

element of order n such that $\pi(n)=\pi(G)$, where $\pi(n)$ denote the prime divisors of $n$

Hello. I thank for your answer, in advance. Let $G$ be a finite group and $G$ has an element of order $n$ such that $\pi(n)=\pi(G)$ where $\pi(n)$ denote the set of prime divisors of $n$ and $\pi(G)$ …
mousavi's user avatar
  • 81