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Network Theory And Analysis
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Two linear capacitors C1 (with an initial voltage of zero across it) and C2, (with V volts across it initially) and a resistor R are wired into a series circuit which is closed at t = 0.

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The following arrangement consists of an ideal transformer and an attenuator which attenuates by a factor of 0.8. An AC Voltage VWX1 = 100 V is applied across WX to get an open circuit voltage VYZ1 across YZ. Next, an ac voltage VYZ2 = 100 V is applied across YZ to get open circuit voltage VWX2 across WX. Then,   are respectively
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In the circuit shown below, the current I is
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The current i through the 1 Ω resistor shown in figure below is:
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When L is doubled and C is halved, the resonance frequency of series tuned circuit becomes

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Consider the following statements for a symmetrical T section
1. Z11 and Z22 are equal
2. Z12 and Z21 are equal
3. Z11 and Z12 are equal
4. Z21 and Z22 are equal
Which of these statements are correct?

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Determine Y12 for the above circuit.
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What is the Thevenin resistance seen from the terminals AB of the circuit shown in the figure below?
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After a capacitor has charged for 1 ms, what percentage of current remains in the capacitor

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In the circuit shown, 2-port network N has Z11 = 103 Ω, Z12 = 10 Ω, Z21 = -106 Ω and Z22 = 104 Ω. The current gain is
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The current in the series R-L circuit at a time t = 0+ is?

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A step voltage is applied to the circuit shown below. What is the transient current response of the circuit?
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For the equivalent figure circuit shown in the given figure, the values of RAB and RBC are respectively
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A parallel RLC circuit has ω0 = 108 and Q = 20. Given C = 20 pF, the value of R is

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The Req for the following network is . . . . . . . .
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Superposition theorem is not applicable to a network having which type of element?

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A graph is said to be connected graph if-

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A transfer function having open zero at right half plane is a/an

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The power in a series RLC circuit will be half of that at resonance when the magnitude of the current is equal to

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In the passband of a symmetric lattice filter, the nature of XA and XB where XA and XB represent the reactance of the series arm and the diagonal arm of the lattice is of

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