A rectangular conducting loop of length 4 cm and width 2 cm is in the X-Y plane. It is being moved away from a thin and long conducting wire along the direction (
\(\frac{\sqrt3}{2}\hat{x}+\frac{1}{2}\hat{y}\)) with constant speed v. The wire is carrying a steady current I = 10 A in the +ve X- direction. A current of 10 μA flows through the loop when it is at a distance d = 4 cm from the wire. If the resistance of the loop is 0.1
\(\Omega\). Then the value of v is ........m/s
