(R1=4.2 k0, R2=23 k0, Vs=4 V) R₂ R₁ -OV
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- 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.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°)A series resistance - capacitance ( R-C ) circuit is connected to a 230V, 60 - cycle source. If the power taken by the circuit is 4, 800W and the voltage drop across the resistor is 115V.Calculate the capacitance of the capacitor. 600.36 microfarad 1,500.05 microfarad 556.096 microfarad 250.94 microfarad
- Consider the circuit diagram below. Compute a single equivalent impedance for this circuit for a source frequency of ? =40 Hz. Express your final answer as a phasor with polar coordinates. You must show your all your work for the complex math. Include a diagram of the equivalent circuit as part of your solution.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 > 0.16. Absolute-value impedance is equal to the square root of:A. G2 + B2.B. R2 + X2.C. Zo.D. Y.
- A resistor of R = 50Ω resistance is in series with a capacitor of C = 150μF. At t= 0, it is suddenly connected to a source of dc voltage of 25V. Determine the current in the circuit at any time t. Determine the current and the voltages across each element at t = 2τ.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 = 50Equation: Vt= Vm sin 120π t Solve Vrms and Vaverage
- A circuit consists of a capacitor and resistor in series with an AC voltage source, as shown. If VAC max = 24 V, R = 1.2 kΩ, C = 3.0 µF, and the frequency of the AC voltage source is f= 50 Hz, what is the maximum current Imax in the circuit? 32 mA 22 mA 15 mA 11 mA1. The circuit in Figure 1 is in a Continuous Sinusoidal State (SSH). By analyzing the circuit in SSHCalculate the inductance current iL(t) Element values R1=R2=R3=1Ω, e(t)=Cos 3t Volt,It is L=β H. β=4,α=7The equivalent capacitance at terminals a-b in the circuit given is 30 F, then the value of C is Choose correct answer A) 15.98 F B) 0.015 F C) 0.062 F D) 6.2 mF