Use the equivalent circuit method to find and sketch v(t) for all in the circuit below. 1 μF. 300 Ω t=0 300 £2 900 £2 0.4 A
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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.A series connection of a 30-ohm resistor and a 100-mH inductor is connected across 240-V, 60-Hz supply. What will be the resulting equation of the current? a. i(t) = 7.04 sin(377t + 51.49°) b. i(t) = 7.04 sin(377t - 51.49°) c. i(t) = 4.98 sin(377t - 51.49°) d. i(t) = 4.98 sin(377t + 51.49°)An R-L circuit takes a current 7A that lags behind the 231 V source by 35electrical degrees. Calculate the power factor, impedance, resistance, andinductive reactance 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.Va = 18V, Vb = 43V, Ic = 14mA. The circuit is in dc steady state. Use superposition. Considering ONLY the contribution of the voltage source, Vb, Determine V1. Enter your answer in V rounded to one decimal place.The voltage and current at the terminals of the circuit element are zero for t<0. For t≥0 they are v=(1500t+1)e−750t V,t≥0;i=40e−750t mA,t≥0. Find the total energy delivered to the circuit element inmicrojoules.
- A series circuit of two pure elements has an applied voltage of 200sin(100t+30)V. Determine the resulting steady-state current of the two elements are:a) R = 300 L =2.5 Hb) R = 400, Xc= 150 c) R = 250, C = 100u d) R = 120, Xl=30070. 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 FalseWrite an expression for the output voltage vo(t) ofthe circuit shown if R1 = 1 k , R2 =2 k , R3 =47 k , v2(t)=(0.01 sin 3770t) V, andv1(t)=(0.04 sin 10000t)V. Write an expression forthe voltage appearing at the summing junction (v−).
- 5.A RL circuit has no applied emf, a resistance of Rohms, an inductance of 2 henries, and an initial current of 10 amperes. Find the current in the circuit at any time t. Use R = 50a 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.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.