WELL,
U can do it like this-
We know that a bar magnet can be assumed to a ring carrying current and vice versa. Now we know that is current is flowing in ring, we can define N and S poles on the opposite faces of the ring.
Which also justifies that if current is flowing in a ring, there HAVE TO BE 2 poles. It cannot be monopolar.
Now suppose the broken piece of bar magnet as a new ring. Now in this broken piece, either N or S pole is already present at one end which means that we can asssume current flowing in the ring and if current is flowing then on the opposite fave, there has to be the other pole of the magnet.
In the figure below, I hav shown a ring carrying current from both ends seperately so that U hav no confusion as to how to find poles in a ring carrying current.
U can do it like this-
We know that a bar magnet can be assumed to a ring carrying current and vice versa. Now we know that is current is flowing in ring, we can define N and S poles on the opposite faces of the ring.
Which also justifies that if current is flowing in a ring, there HAVE TO BE 2 poles. It cannot be monopolar.
Now suppose the broken piece of bar magnet as a new ring. Now in this broken piece, either N or S pole is already present at one end which means that we can asssume current flowing in the ring and if current is flowing then on the opposite fave, there has to be the other pole of the magnet.