Flag Electric Current> Match List I with List II in the codes gi...
question mark

Match List I with List II in the codes given below the Lists.

List-I
(R-C circuit)
List-II
(Time constant)
(P) src=data:image/png;base64,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 (1) src=data:image/png;base64,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
(Q) src=data:image/png;base64,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 (2) RC
(R) src=data:image/png;base64,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 (3) 2RC
(S) src=data:image/png;base64,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 (4) src=data:image/png;base64,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

Codes :

P Q R S
(A) 1 2 4 3
(B) 1 2 4 2
(C) 2 1 3 4
(D) 2 1 2 4
  • A
  • B
  • C
  • D

Mrudul , 10 Years ago
Grade 12
anser 1 Answers
vinodh kumar

Last Activity: 9 Years ago

The correct answer is option B
I will elaborate the procedure below in step by step:::
Step 1 : If there is any parallel or series combinations of Capacitors are present , then reduce them to single equivalent capacitor. let it be Ceq
In JEE syllabus, These type of questions will contain only one capacitor after step 1 is done. These are called as Single Time constant Circuits. As they have only one Time constant (meaning that it has only one equivalent capacitor) 
Step 2 : Make Energy source to Zero ( that is volatge source has to short circuited and current source has to be open circuited )
Step 3 : Now take out capacitor from the circuit and find the equivalent resistance across those two terminals from which you removed the capacitor
Let this Equivalent Resistance be Req 
so the time constant T is given as T = Ceq Req 

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