If G is a finite group and p is prime number dividing

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If G is a finite group and p is prime number dividing

If G is a finite group and p is prime number dividing o(G), prove that a Sylow p-subgroup P of G is a normal subgroup of G if and only if P is the only Sylow p-subgroup of G.

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If G is a finite group and p is prime number dividing

If G is a finite group and p is prime number dividing

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