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Network Theory And Analysis
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Determine the current i1 in the network.
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A delta-connected network with its Wye-equivalent is shown in the figure. The resistances R1, R2 and R3 (in ohms) are respectively
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For a pair of lossless magnetically coupled coils with respective self inductances L1, L2 (with L1 < L2) and mutual inductance M, the following is generally true.

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The input voltage V1 and current I1 for linear passive network is given by V1 = AV2 - BI2 and I1 = CV2 - DI2
Now consider the following network:
Which one of the following is the transfer matrix \left[ {\begin{array}{*{20}{c}} {\text{A}}&{\text{B}} \\ {\text{C}}&{\text{D}} \end{array}} \right]  of the network shown above?
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Consider the following properties of a particular network theorem:
1. The theorem is not concerned with type of elements.
2. The theorem is only based on the two Kirchhoff's laws.
3. The reference directions of the branch voltages and currents are arbitrary except that they have to satisfy Kirchhoff's laws.
Which one of the following theorems has the above characteristics?

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In the given circuit, the initial current i(0) = 20 Amp. Then the current in amperes at time t is:
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Which of the following statements is false in case of a series circuit?

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In the circuit shown in the figure, i(t) is a unit step current. The steady-state value of v(t) is
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All poles and zeros of a driving point immittance function of an L-C network

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For a series RLC circuit, the power factor at the lowest half power frequency is

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When two coils are connected in parallel and a voltage of 200 V is applied between the terminals, the total current taken by the circuit is 25 A and power dissipated in one of the coil is 1500 W, the resistance of each coil is

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Find the energy expended moving a charge of 40 µC through a potential difference of 5 V:

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A unit step voltage 2u(t - θ) is applied in a series RC circuit with R = 2 Ω, C = 1 F. Assuming zero initial conditions, find i(t).

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Voltage transfer function of a simple RC integrator has

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The switch in the circuit in the figure is in position P for a long time and then moved to position Q at time t = 0.
The value of   is
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All the three inductors are perfectly coupled as shown below, the value of total inductance (in Henry) across the terminal AB is
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Inductance has the dimensions of

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In the circuit shown in figure, the current through 2 Ω resistor is
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For any lumped network, for any cut sets and at any instant of time the algebraic sum of all branch currents traversing the cut-set branches is always

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The circulating current in a parallel LC circuit at any resonant frequency is

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