A circular loop which is in the form of a major arc of a constant magnetic field B is applied in the vertical direction such that the magnetic lines of forces go into the plane. If R is the radius of circle and it carries a current I in the clockwise direction, then the force on the loop will be

An arc of a circular loop of radius R is kept in the horizontal plane and a constant magnetic field B is applied in the vertical direction as shown in the If the arc carries current I then find the force on the arc

An arc of a circular loop of radius R is kept in the horizontal plane and a constant magnetic field B is applied in the vertical direction as shown in the figure . If the arc carries current I then find the force on the arc

If the current flowing in a circular loop is in clockwise directions, then the magnetic induction will be

If the current flowing in a circular loop is in clockwise directions, then the magnetic induction will be

If the current flowing in a circular loop is in clockwise directions, then the magnetic induction will be

In figure is shown a circular loop carrying current I. Show the direction of the magnetic field with the help of lines of force.

In figure is shown a circular loop carrying current I. Show the direction of the magnetic field with the help of lines of force.

A wire of length 'I' is bent into a circular loop of radius R and carries a current I. The magnetic field at the centre of the loop is 'B '. The same wire is now bent into a double loop. If both loops carry the same current I and it is in the same direction, the magnetic field at the centre of the double loop will be