Two magnets of magnetic moment m and 3m are mounted so as to cross each other at an angle of `60^(@)`. The combination rests on a cork floating on water. Find the angle which the weaker magnet makes with the meridian.

Two magnets N_1S_1 and N_2S_2 having their magnetic moments as M and 3M respectively are joined at an angle of 60^@ as shown in figure. The combination is placed on a floating cork in water. Determine the angle theta which the weaker magnet makes with the magnetic meridian.

Two magnets of magnetic moments 4Am^(2) and 3Am^(2) are joined to form a cross (+) , then the magnetic moment of the combination is

Two magnets of moment M and 2 M are tied at an angle of 60^(@) to each other . What is the resultant magnetic moment of the combination ?

A magnet of magnetic moment M and length 2l is bent at its mid-point such that the angle of bending is 60^(0) . The new magnetic moment is.

Two magnets, each of magnetic miment 'M' are placed so as to form a cross at right angles to each other. The magnetic moment of the system will be

Two magnets of magnetic moments M and sqrt3M are joined to form a cross + . The comnination is suspended freely in a uniform magnetic field. In the equilibrium position, the angle between the magnetic moment sqrt3M and the field is

Two magnects of magnetic moments M and Msqrt3 are joined to form a cross (+). The combination is suspended freely in a uniform magnetic field. In equilibrium position, the magnet of magnetic moment M makes an angle theta with the field. Determine theta .