In four options below, all the four circuits are arranged in order of equivalent capacitance. Select the correct order. Assume all capacitors are of equal capacitance.

Question

In four options below, all the four circuits are arranged in order of equivalent capacitance. Select the correct order. Assume all capacitors are of equal capacitance. (A) C i > C ii > C iii > C iv (B) C i > C iii > C ii > C iv (C) C i < C ii < C iii < C iv (D) Ci < Ciii < Cii < Civ

Tardigrade Admin · Accepted Answer

Ci=3 C Cii=(2 C/3) Ciii=(3 C/2) Civ=(C/3)

Q. In four options below, all the four circuits are arranged in order of equivalent capacitance. Select the correct order. Assume all capacitors are of equal capacitance.

$C_{i} > C_{ii} > C_{iii} > C_{i v}$

$C_{i} > C_{iii} > C_{ii} > C_{i v}$

$C_{i} < C_{ii} < C_{iii} < C_{i v}$

$C_{i} < C_{iii} < C_{ii} < C_{i v}$

$C_{i} = 3 C$
$C_{ii} = \frac{2 C}{3}$
$C_{iii} = \frac{3 C}{2}$
$C_{i v} = \frac{C}{3}$

Q. In four options below, all the four circuits are arranged in order of equivalent capacitance. Select the correct order. Assume all capacitors are of equal capacitance.

Ci​>Cii​>Ciii​>Civ​

Ci​>Ciii​>Cii​>Civ​

Ci​<Cii​<Ciii​<Civ​

Ci​<Ciii​<Cii​<Civ​

Ci​=3C Cii​=32C​ Ciii​=23C​ Civ​=3C​

$C_{i} > C_{ii} > C_{iii} > C_{i v}$

$C_{i} > C_{iii} > C_{ii} > C_{i v}$

$C_{i} < C_{ii} < C_{iii} < C_{i v}$

$C_{i} < C_{iii} < C_{ii} < C_{i v}$

$C_{i} = 3 C$
$C_{ii} = \frac{2 C}{3}$
$C_{iii} = \frac{3 C}{2}$
$C_{i v} = \frac{C}{3}$