Two circular loops of radii 0.05 m and 0.09 m are placed such that their axes coincide and their centres are 0.12 m apart. Charge of 10-6 C is spread uniformly on each loop. Find the potential difference between the centres of loops. [Answer : 71 kV] NO LINKS PLEASE Share with your friends Share 5 Sanjay Singh answered this Dear student Potential at the centre of ring of radius 0.09m isV1=14π∈10-6.09+14π∈10-60.122+0.052V1=10-64π∈(1.09+10.122+0.052)=9×109×10-6(1009+100144+25)V1=105(99+913)=105(99+913)=105×(2213)Potential at the centre of ring of radius 0.05m isV2=14π∈10-6.05+14π∈10-60.122+0.092V2=10-64π∈(1.05+10.122+0.092)=9×109×10-6(1005+100144+81)V2=9×105(15+115)=105×(125)V2-V1=105×(125)-105×(2213)=105(125-2213)=70.76kVV=71kVRegards 10 View Full Answer