Two identical "bar" magnets are jouned to form a cross. If this conbination is suspended freely in a uniform field the angles made by the magnets with field direction are respectively

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

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

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 .

A bar magnet placed in a uniform magnetic field making an angle theta with the field experiences a torque. If the angle made by the magnet with the field is doubled, the torque experienced by the magnet increases by 41.4% . The initial angle made by the magnet with the magnetic field is

Two identical bar magnets, each of magnetic moment M, are placed as shown in figure. Magnetic field at point