what is the net force on the rectangular coil
The net force on a rectangular current-carrying coil placed in a uniform magnetic field is:
0
Explanation
When electric current flows through a rectangular coil inside a uniform magnetic field, forces act on all four sides of the coil.
The forces on opposite sides are:
Equal in magnitude
Opposite in direction
Because of this, the forces cancel each other.
Important point
Although the net force becomes zero, the coil may still rotate because a torque acts on it.
Formula for torque on the coil
Torque = N × B × I × A × sinθ
Where:
N = number of turns
B = magnetic field strength
I = current
A = area of the coil
θ = angle between magnetic field and normal to the coil
Conclusion
So, in a uniform magnetic field:
Net force on the rectangular coil = 0
But the coil can still rotate due to torque.