Frobenius group: Z7⋊Z3
The group Z7⋊Z3 is the smallest nonabelian group of odd order.
The group is the semidirect product of Z7 and Z3.
This group is soluble group.
The group Z7⋊Z3 is the smallest nonabelian group of odd order.
The group is the semidirect product of Z7 and Z3.
This group is soluble group.