In the circuit shown,an inductor L and a capa | vedclass

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(C) At the instant the key $K$ is closed $(t=0)$:$(i)$ $A$ capacitor acts as a short circuit (offers zero resistance) because it is initially uncharge

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maximum in $A_1$ and zero in $A_2$

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(C) At the instant the key $K$ is closed $(t=0)$:$(i)$ $A$ capacitor acts as a short circuit (offers zero resistance) because it is initially uncharged,allowing maximum current to flow through the branch containing $A_1$.$(ii)$ An inductor opposes any change in current. Since the current was zero before closing the key,the inductor acts as an open circuit (offers infinite resistance) at $t=0$,resulting in zero current through the branch containing $A_2$.Therefore,the reading of $A_1$ is maximum and the reading of $A_2$ is zero.

In the circuit shown,an inductor $L$ and a capacitor $C$ are connected as shown. $A_1$ and $A_2$ are ammeters. When the key $K$ is pressed to complete the circuit,what will be the readings of $A_1$ and $A_2$ just after closing the key $K$?

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