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)
1/sc
R
Vis​

Answer 1

Answer:

option B is the answer

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Answer 2

Answer:

The value of current in the loop is (V/R) / (S + 1/RC)

Explanation:

In the given figure.

Applying Kirchhoff’s law around the loop, we have V/S=1/SC I+RI.

Solving above equation we get

     ⇒     I =CV/(RCS+1)

     ⇒     I =(V/R)/(S+1/RC).

Kirchhoff current law:

• The total current flowing into a node or junction in an electric circuit has to match the total current going out, according to Kirchhoff's current law.
• The junction law is another name for Kirchhoff law.
• According to Kirchhoff's Voltage Law, the algebraic total of all the voltages in a certain circuit will be zero.
• Kirchhoff law is used to understand how current and voltage operate in a circuit by using Kirchhoff's laws.
• They can also be used to investigate intricate circuits that cannot be simplified to a single equivalent resistance using what you already know about series and parallel resistors.

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