Three uncharged capacitors of capacities `C_(1),C_(2)` and `C_(3)` are connected as shown in the figure to one another and the potentials `V_(1),V_(2)` and `V_(3)` respectively. Then the potential at `O` will be
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Three uncharged capacitors of capacitance C_1,C_2 and C_3 are connected to one another as shown in figure. The potential at O will be

Three capacitors C_(1),C_(2) and C_(3) are connected as shown in, The potentials of P,Q , and R are V_(1),V_(2), and V_(3) , respectively. Find the potential V_(0) at the function O . .

Three uncharged capacitors of capacitance C_(1)=1mu F, C_(2)=2mu F and C_(3)=3mu F are connected as shown in the figure. The potential of point A, B and D are 10 volt, 25 volt and 20 volt respectively. Determine the potential at point O.

Three capacitors C_(1), C_(2) and C_(3) are connected to a 6 V battery, as shown in Fig. Find the charges on the three capcitors.

Two capacitors C_(1) and C_(2) are connected in a circuit as shown in figure. The potential difference (V_(A) - V_(B)) is

Three uncharged capacitors of capacitane C_1 = 1muF, C_2 = 2muF and C_3 = 3muF are connected as shown in figure to one another and to points A, B and D potential phi_A = 10V, phi _B = 25V and phi_D = 20 V, Determine the potential (phi_0) at point O.

Four capacitors C_(1),C_(2),C_(3) and C_(4) are connected as shown in figure.If potential difference between points A and B is zero, then

A circuit has a section ABC if the potential at point A,B and C are V_(1) , V_(2) and V_(3) respectively , calculate the potential at point O

Three capacitors C_(1) , C_(2) and C_(3) are connected as show in the figure to a battery of V volt. If the capacitor C_(3) breaks down electrically, the change in total charge on the combination of capacitors is