Step 1:
\The bridge network is shown below.
\
Apply KVL for the loop ABDA.
\
Apply KVL for the loop BCDB.
\
Apply KVL for the loop ADCEA.
\
Step 2:
\Now solve the three equations.
\Multiply equation (1) with 2.
\
Subtract equation (2) from equation (4).
\
Multiply equation (2) with 18.
\
Multiply equation (3) with 12.
\
Add equation (6) and equation (4).
\
Substitute
in the above equation.

The current flowing through 5 ohms resistor is
.
Solution:
\The current flowing through 5 ohms resistor is
.
\
\
\
(2.1)
\Step 1:
\The resistance of the circuit is
.
The inductance of the circuit is 0.2 H.
\The capacitance of the circiut is
.
The applied voltage is 100 V.
\Input frequency is 50 Hz.
\The elements are connected in series, hence equilvalent resistance
.
Impedance due to resistor element is
.
Impedance due to inductor element is
\
Impedance due to capacitive element is
\
Equivalent inpedance :
.


Solution :
\Total impedance is 
\
(2.2)
\Step 1:
\Find the total current.
\Applied voltage is 100 v.
\Total impedance of the circuit is
(From 2.2)
Total current in the circuit is
.

Total current in the circuit is
.
Solution :
\Total current in the circuit is
.
\
(2.3)
\Step 1:
\Find the voltage drop across the resistor.
\Current across each element is same as they are connected in series.
\Voltage drop across resistor :
.

Voltage drop across the resistor :
.
Solution :
\Voltage drop across the resistor :
.
\
(2.4)
\Step 1:
\Find the voltage drop across the inductor.
\Current across each element is same as they are connected in series.
\Voltage drop across resistor :
.
Impedance due to inductor element is
.

Voltage drop across inductor :
.
Solution :
\Voltage drop across inductor :
.