An LRC series circuit (L = 170. mH, R = 36.0 Ohm) is driven by a 120. V (rms), f = 60.0 Hz ac power source. The rms current of the system is Irms = 2.00 A.
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- An ac generator producing an emf with an amplitude of 10.0 V at 250.0 rad/s is connected in series with a 60.0-2 resistor, a 300.0-mH inductor, and a 240.0-μF capacitor. The amplitude of the current is O 0.333 A. 0.119 A. 0.171 A. O 0.167 A. 0.133 A.In a series L-R-C ac circuit the current has the form i(t) = 7 A cos(ω t) while the ac source voltage is of the form v(t) = 33 V cos(ω t + ϕ) where ω = 377 rad/s and ϕ = −1 radians. Calculate (in Watts) the average power delivered to the circuit.The figure below shows an AC source, a transformer with a turns ratio of N₁/N₂ = 2.40, a source resistor R, and a load resistor R₁. R₂ ΔV, ooooo №₂ Ω RL A voltmeter across the load resistor measures an rms voltage of 24.0 V when the load resistor R₁ is 58.00 and the rms source voltage is AVS = 84.0 V. (a) Determine the value of the source resistor R, (in 22). 2 (b) What If? If the turns ratio is increased to 3.00, determine the source resistance (in 2) required to deliver the same amount of power to the load.
- A series AC circuit contains a voltage source, a resistor, a capacitor, and an inductor. The voltage source supplies the voltage v = V0 sin(ωt), where V0 = 110 V and ω = 65 rad/s. The components’ values are R = 44 Ω, C = 0.068 F, and L = 1.1 H. Part (d) Find the maximum current in the circuit, in amperes. Part (e) Calculate the rms current in the circuit, in amperes. Part (f) Find the average power delivered to the circuit, in watts.An AC voltage of the form Av = 100 sin 1 000t, where Av is in volts and t is in seconds, is applied to a series RLC circuit. Assume the resistance is 370 02, the capacitance is 4.65 µF, and the inductance is 0.500 H. Find the average power delivered to the circuit. WAn AC voltage source and a resistor are connected in series to make up a simple AC circuit. If the source voltage is given by V = Vo sin(2aft) and the source frequency is 14.0 Hz, at what time t will the current flowing circuit be 54.0% of the peak current? ms
- At what frequency will the current in a series RLC circuit reach its maximum value for an applied voltage of 15V with R = 500Ω, L = 100µH and C = 0.001µF?An AC circuit consists of an alternating source potential, a resistor with a resistance 28.7 ohms, an inductor with an inductance 1.27 H, and a capacitor with a capacitance of 736 x 10-6 F. If the source potential has an rms voltage of 130 V and oscillates at a frequency of 60 Hz, what is the rms current in circuit?An LRC series circuit (L = 170. mH, R = 36.0 Ohm) is driven by a 120. V (rms), f = 60.0 Hz ac power source. The rms current of the system is Irms = 2.00 A.
- An AC voltage of the form Av = in seconds, is applied to a series RLC circuit. Assume the resistance is 345 2, the capacitance is 4.75 µF, and the inductance is 0.500 H. Find the 100 sin 1 000t, where Av is in volts andt is average power delivered to the circuit. WThe voltage output of an AC source is given by the expression Δυ = 200 sin ωt, where Δυ is in volts. Find the rms current in the circuit when this source is connected to a 47.0-Ω resistor.