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In L − C oscillations...

In L − C oscillations

A

time period of oscillation is `(2pi)/sqrt(LC)`

B

maximum curret in circuit is `q_0/sqrt(LC)`

C

maximum rate of change of current in circuit is `q_0/(LC)`

D

maximum potential difference across the inductor is `q_0/(2C)` Here `q_0` is maximum charge on capacitor.

Text Solution

Verified by Experts

The correct Answer is:
B, C
`i_(max)=omegaq_0=(1/sqrt(LC))q_0`
`((di)/(dt))_(max)=omega^2q_0=(1/(LC))q_0`
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