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Q. At the two terminals (A, B) of a one-port network, the voltage and the current are given to be v(t) =200 √2 cos (377t + 60°) V and i(t) = 10√2 cos(377t + 30°) A.
(a) Determine the average real power, reactive power, and volt-amperes absorbed by the network.
(b) Find the equivalent components of the network representing the effect at the terminals A-B.
(c) Find the Thévenin impedance (or the driving- point impedance) as seen from the terminals A-B.
Q. For the coupled inductors shown in Figure, neglecting the coil resistances, write the volt-ampere relations.
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What is the impedance Z between terminals A and B of the networks shown below? Express your answers in polar form. Three voltages represented by v 1 (t)=100cosωt, v 2 (t)=7
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