The order of a group is the cardinal number of the group. For a finite group G, the order/radix |G| of G is the number of all its elements.

If g is an element of finite group g, n is the smallest natural number, and G N = E, then n is called the order of element g. Subgroups of finite groups generated by g

Q: The cardinal number of a finite group G is G. For any A belonging to G, is there G (the G power of A) =e(e is the identity)?

No.

If cyclic group g =