Q. Consider the following two statements:

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Q. Paley Wiener criterion states that a necessary and sufficient condition for an amplitude function |H(jω)| to be causal is that

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Q. Choose the correct option, where H(s) is transfer function, Z(s) is driving point impedance functions

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Q. In figure, V reads 45V. Then I =

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Q. For the time domain response shown in figure the pole

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Q. A system described by the following differential equation is initially rest for input x(t) = 2 u(t), the output y(t) is

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Q. Consider the following two statements:

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Q. Which one of the following functions is RC driving point impedance?

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Q. For figure, the incidence matrix A is

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Q. The input resistance of the network in figure is

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Q. In the set of equation

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Q. Z-matrix for the network shown in the given figure is

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Q. If Δs is an element of area and ΔI is the current through this element, current density J is defined as

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Q. The Z parameter of the following T-network is

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Q. Laplace transform of tn is

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Q. For graph of figure, one set of fundamental cutsets would be

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Q. The closing of switch S1 and S2 in figure will light up

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Q. In figure, the current through R is 1 A when VA = 0 and VB = 15V. If both VA and VB are increased by 15V each, current through R will be

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Q. In the circuit of figure, the switch is closed at t = 0 with iL (0) = 0 and VC (0) = 0. In the steady state nc equals.

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Q. The maximum power that can be transferred to the load is resistor RL from the voltage source in the figure is

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