1. Determine the RMS values of voltage and current, and the total power absorbed by the circuit element
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1. Determine the RMS values of voltage and current, and the total power absorbed by the circuit element
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- solve the response equation (S^3+10s^2+24s+60.3)/(s+7.933)In the circuit shown, i(t) = 10 sin 1.5t . Calculate the value of L such that v(t) = Vo sin 1.5t V. Find Vo.Determine the power that is delivered to a circuit that has a 38 Ω resistor and a 94 Î1⁄4F capacitor connected in series with a 279 V power supply that operates at 64 Hz. Effective power = __________ W
- In the following circuit shown, the input is the independent source voltage, which is v_s (t) = 9.10 cos (3t + 80 °) V. The output is the voltage of the 5 ohm resistor, denoted by v_o (t). Determine the capacitance (C) and resistance (R), which cause the output voltage to be v_o (t) = 4.43 cos (3t + 93 °) V.Show complete solution Given z(t) as shown, express z(t) as a transformed x(t). Answer: -5-4x(0.5t-5)A series RL circuit with R = 39 Ω has a constant voltage E = 168 V applied at t = 0 by the closing of a switch. Find L if at t = 1.15 s, i = 2.27 A.
- Design electrical circuit with at least three unknown currents, then solve it (currents) using inverse method.For the circuit shown, find v(t) for t>0. Assume that i(0) = 2A.For the given circuit, below If Vs = 10 V and Vr = 4 V, then the current (I) is: a. 9.3 mA. b. 8.3 mA. c. 7.3 mA. d. 5.3 mA. e. 2.3 mA. f. 0.0 mA. g. None of the above.
- The circuit shown below contains seven inductors, each having inductance L. The source voltage is given by v(t)=4cos(3t) V. Find the current i(t) when L = 4 H. The current i(t) is in the form Fsin(3t) mA Find F.Consider the magnetically coupled circuit shown below where v(t) = 60cos(4t + 30°)V. a.) The coupling coefficient of the inductors is close to _____ b.) The magnitude of the current through 10 ohm resistor is close to _______A. c.) The magnitude of the current through 1/16 F capacitor is close to ______ A. d.) At. t = 1s, the total energy stored in the coupled inductors is close to _____J.Consider the following electrical circuit: If v_x = 3 V, find i_x.