In an L-R-C series circuit, L = 0.280 H and C = 4.00 μ F. The voltage amplitude of the source is 120 V. (a) What is the resonance angular frequency of the circuit? (b) When the source operates at the resonance angular frequency, the current amplitude in the circuit is 1.70 A. What is the resistance R of the resistor? (c) At the resonance angular frequency, what are the peak voltages across the inductor, the capacitor, and the resistor?
In an L-R-C series circuit, L = 0.280 H and C = 4.00 μ F. The voltage amplitude of the source is 120 V. (a) What is the resonance angular frequency of the circuit? (b) When the source operates at the resonance angular frequency, the current amplitude in the circuit is 1.70 A. What is the resistance R of the resistor? (c) At the resonance angular frequency, what are the peak voltages across the inductor, the capacitor, and the resistor?
In an L-R-C series circuit, L = 0.280 H and C = 4.00 μF. The voltage amplitude of the source is 120 V. (a) What is the resonance angular frequency of the circuit? (b) When the source operates at the resonance angular frequency, the current amplitude in the circuit is 1.70 A. What is the resistance R of the resistor? (c) At the resonance angular frequency, what are the peak voltages across the inductor, the capacitor, and the resistor?
. For an RLC series circuit, the voltage amplitude andfrequency of the source are 100 V and 500 Hz, respectively;R = 500 Ω; and L = 0.20 H . Find the average powerdissipated in the resistor for the following values for thecapacitance: (a) C = 2.0µF and (b) C = 0.20 µF.
In an L-R-C series circuit, suppose R = 300 ohms, L = 60 mH, C = 0.50 uF, V = 50 V, and w = 10,000 rad/s. Find 4) the phase angle φ, and 5) the voltage amplitude across each circuit element (inductor, resistor, capacitor).
In an L-R-C series circuit, suppose R = 300 ohms, L = 60 mH, C = 0.50 uF, V = 50 V, and w = 10,000 rad/s. Find the 1) reactances XL and XC, 2) the impedance Z, 3) the current amplitude I, 4) the phase angle φ, and 5) the voltage amplitude across each circuit element (inductor, resistor, capacitor).
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