Home
Class 12
PHYSICS
In the arrangement of the capacitor show...

In the arrangement of the capacitor shown in the figure, each `C_(1)` capacitor has capacitance of `3mu F` and each `C_(2)` capacitor has capacitance of `2mu F` then,

(ii) If `V_(ab)=900V`, the charge on each capacitor nearest to the points 'a' and 'b' is :

Promotional Banner

Similar Questions

Explore conceptually related problems

In the arrangement of the capacitor shown in the figure, each C_(1) capacitor has capacitance of 3mu F and each C_(2) capacitor has capacitance of 2mu F then, (iii) If V_(ab)=900 V , then potential difference across points c and d is :

In the arrangement of the capacitor shown in the figure, each C_(1) capacitor has capacitance of 3mu F and each C_(2) capacitor has capacitance of 2mu F then, (iii) If V_(ab)=900 V , then potential difference across points c and d is :

In the arrangement of the capacitor shown in the figure, each C_(1) capacitor has capacitance of 3mu F and each C_(2) capacitor has capacitance of 2mu F then, (i) Equivalent capacitance of the network between the points a and b is :

In the arrangement of the capacitor shown in the figure, each C_(1) capacitor has capacitance of 3mu F and each C_(2) capacitor has capacitance of 2mu F then, (i) Equivalent capacitance of the network between the points a and b is :

In the arrangement of capacitors shown in the figure, each capacitor is of 9muF , then the equivalent capacitance between the point A and B is

In the given circuit (as shown in figure), each capacitor has a capacity of 3 mu F . What will be the net charge on each capacitor ?

In the arrangement of capacitors shown in figure, each capacitor is of 9 muF , then the equivalent capacitance between the points a and B is

For the arrangement of capacitors as shown in the circuit , the effective capacitance between the points A and B is (capacitance of each capacitor is 4 muF )

A combination arrangement of the capacitors is shown in the figure (i) C_(1)=3 mu F, C_(2) =6 mu F and C_(3)= 2 mu F then equivalent capacitance between 'a' and 'b' is :