In an LR circuit, the value of L is 0.4π H and the value R is 30 Ω. If in the circuit, an alternating emf of 200 V rms value at 50 cycles/s is connected, the peak current of the circuit is k√2 A .The value of k is (integer only)

In an LR circuit, the value of L is 0.4π H and the value R is 30 Ω.

1.	In an LR circuit, the value of L is 0.4π H and the value R is 30 Ω. If in the circuit, an alternating emf of 200 V rms value at 50 cycles/s is connected, the peak current of the circuit is k√2 A .The value of k is (integer only)
Answer» In an $L R$ circuit, the value of $L$ is $\frac{0.4}{π} H$ and the value $R$ is $30 Ω$ . If in the circuit, an alternating $e m f$ of $200 V$ $r m s$ value at $50 cycles/s$ is connected, the peak current of the circuit is $k \sqrt{2} A$ .The value of $k$ is (integer only)

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In an LR circuit, the value of L is 0.4π H and the value R is 30 Ω. If in the circuit, an alternating emf of 200 V rms value at 50 cycles/s is connected, the peak current of the circuit is k√2 A .The value of k is (integer only)​​​

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In an LR circuit, the value of L is 0.4π H and the value R is 30 Ω. If in the circuit, an alternating emf of 200 V rms value at 50 cycles/s is connected, the peak current of the circuit is k√2 A .The value of k is (integer only)