Question

From the circuit shown below, find the value of current in the loop.
A) (V/R) /(S+1/RC)
B) (V/C) /(S+1/R)
C) (V/C) /(S+1/RC)
D) (V/R) /(S+1/R) ​

Answer 1

Answer:

I want answers 1123344455567799

Answer 2

Answer:

The required answer is an option (a) $(V/R)/(S+1/RC)$

Explanation:

To find : The objective is to find the value of the current in the loop.

Kirchhoff’s circuit laws lie at the heart of circuit analysis. With the help of these laws and the equation for individual components (resistor, capacitor, and inductor).

Kirchhoff’s loop rule states that the sum of all the electric potential differences around a loop is zero. It is also sometimes called Kirchhoff’s voltage law or Kirchhoff’s second law.

Applying Kirchhoff’s law around the loop,

we have $V/S=1/sC I+RI$. Solving the above equation yields $I=CV/9RCS+1)=(V/R)/(s+1/RC)$

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