How to show $D_3\oplus D_4$ is not isomorphic to $D_{24}$?
Here $D_n$ is the dihedral group of order $2n$.
I am not sure how to prove this. I am not very good with the dihedreal groups.
How to show $D_3\oplus D_4$ is not isomorphic to $D_{24}$?
Here $D_n$ is the dihedral group of order $2n$.
I am not sure how to prove this. I am not very good with the dihedreal groups.