10. The input to the circuit shown in the figure is the voltage vs(t) = 12 cos(4000t) V. The output is the capacitor voltage vo(t). Determine vo(t). 150 ia 100 Ω www 200 Ω la + 20 uF Vo - t=0 25 Ω
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- given circuit, Vk = 12 V, R = 240 Ω, C = 1 μF, L = 40 mH. Theswitch, is closed for a long time for t < 0– . Determine vL(t) for t > 0.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.The admittance for a circuit, G + jB, is 0.02 + j0.20. What is the impedance, R + jX? Provide illustration of the circuit.
- The current through a 0.5 F capacitor is i(t) = 6(1 - et) A, with-t in seconds. Determine the power in Watts at t = 2 s. Assume voltage at the start time of t = 0 is v(O) = 0.70. Ideal inductors and capacitors are 90 degrees out of phase with each other. True False 71. Ideal inductors and resistors are 180 degrees out of phase with each other. True False 72. Impedance of a circuit can be represented or expressed in complex form. True FalseA 6.36 μF capacitor is connected in parallel with a resistance of 500Ω and the combination is connected in series with a 500Ω resistor. The whole circuit is connected across an ac source given by e=300sin(ωt) + 100 sin(3ωt + 30°). If ω = 314 rad/s. find: a)Irms b)Vrms c)total active power d)total power factor e)total reactive power f)total apparent power
- a series rlc circuit having values of pure resistance r=40 ohms and pure inductance l = 50.07 mh. the circuit draws 10 A of current when it is connected across a 400 v , 50hz ,ac supply. calculate the (1) capacitor value and (2) power factor of circuit.A resistor'R' with resistance value of 24 ohm, an inductor 'L' with inductance 20mH, and a capacitor 'C' with capacitance 50 micro Farrad are connected in series with a AC voltage v(t) where v(t) = 50 cos (2 vt + 30 degrees) v. Determine the current i(t) and total impedance if the frequency f is i. 60 Hz ii. 400HzThe sinusoidal voltage source in the circuit isdeveloping a voltage equal to 50 sin 400t V.1. Find the Thévenin voltage with respect to the terminals a,b.2. Find the Thévenin impedance with respect to the terminals a,b.3. Draw the Thévenin equivalent
- For the circuit shown, determine:a) Plot pole-zero diagram for H = I / Vsb) Based on H, calculate the forced response for i (t) to an excitation:Vs (t) = 5 e-3tsin (50t) cos (60t) [V]In the circuit shown, the input is the independent source voltage, which is vs (t) = 9.10 cos (3t + 80 °) V. The output is the 5 resistor voltage, denoted by vo (t). Determine the capacitance C and the resistance R that cause the output voltage to be vo (t) = 4.43 cos (3t + 93 °) V.H5. An RCL circuit connected in series has R = 180 ohms, C = 1/280 farad, L = 20 henries, and an applied voltage E(t) = 10 sin t. Assuming no initial charge on the capacitor, but an initial current of 1 ampere at t = 0 when the voltage is first applied, find the subsequent charge on the capacitor at t=0.5. Use 4 decimal places.