359264 A series combination of \(n_{1}\) capacitors, each of value \(C_{1}\) is charges by a source of potential difference \(4 V\). When another parallel combination of \(n_{2}\) capacitors, each of value \(C_{2}\) is charges by a source of potential difference \(V\), it has the same (total) energy stored in it, as the first combination has. The value of \(C_{2}\), in terms of \(C_{1}\) is, then:

359265 In the circuit shown in figure, each capacitor has a capacity of \(3\mu F.\) The equivalent capacity between \(A\) and \(B\) is :

359266 Find the charge on the middle plate, given area of each plate is \(A\) and separation between two consecutive plates is \(d\).

359267 Plates of area \(A\) are arranged as shown. The distance between consecutive plates is \(d\), the net capacitance between \(a\) and \(b\) is

359264 A series combination of \(n_{1}\) capacitors, each of value \(C_{1}\) is charges by a source of potential difference \(4 V\). When another parallel combination of \(n_{2}\) capacitors, each of value \(C_{2}\) is charges by a source of potential difference \(V\), it has the same (total) energy stored in it, as the first combination has. The value of \(C_{2}\), in terms of \(C_{1}\) is, then:

359265 In the circuit shown in figure, each capacitor has a capacity of \(3\mu F.\) The equivalent capacity between \(A\) and \(B\) is :

359266 Find the charge on the middle plate, given area of each plate is \(A\) and separation between two consecutive plates is \(d\).

359267 Plates of area \(A\) are arranged as shown. The distance between consecutive plates is \(d\), the net capacitance between \(a\) and \(b\) is

359264 A series combination of \(n_{1}\) capacitors, each of value \(C_{1}\) is charges by a source of potential difference \(4 V\). When another parallel combination of \(n_{2}\) capacitors, each of value \(C_{2}\) is charges by a source of potential difference \(V\), it has the same (total) energy stored in it, as the first combination has. The value of \(C_{2}\), in terms of \(C_{1}\) is, then:

359265 In the circuit shown in figure, each capacitor has a capacity of \(3\mu F.\) The equivalent capacity between \(A\) and \(B\) is :

359266 Find the charge on the middle plate, given area of each plate is \(A\) and separation between two consecutive plates is \(d\).

359267 Plates of area \(A\) are arranged as shown. The distance between consecutive plates is \(d\), the net capacitance between \(a\) and \(b\) is

359264 A series combination of \(n_{1}\) capacitors, each of value \(C_{1}\) is charges by a source of potential difference \(4 V\). When another parallel combination of \(n_{2}\) capacitors, each of value \(C_{2}\) is charges by a source of potential difference \(V\), it has the same (total) energy stored in it, as the first combination has. The value of \(C_{2}\), in terms of \(C_{1}\) is, then:

359265 In the circuit shown in figure, each capacitor has a capacity of \(3\mu F.\) The equivalent capacity between \(A\) and \(B\) is :

359266 Find the charge on the middle plate, given area of each plate is \(A\) and separation between two consecutive plates is \(d\).

359267 Plates of area \(A\) are arranged as shown. The distance between consecutive plates is \(d\), the net capacitance between \(a\) and \(b\) is