e. The peak current for this circuit at any frequency w is given by: Eo I R² + (X, – X )² - Explain mathematically why this peak current is maxed out only when driven at the resonance frequency
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- What is the magnitude of the impedance Z between nodes A and B with a resistance of R, a capacitance of C, and an inductance of L with the following values: w = 3600 rad/s, R = 50 M, L = 2.0 × 10-8 H, C = 12 μF. A reeer BAn LRC circuit contains a 700-Ω resistor, a 7.00-Hcoil, and an unknown capacitor. The circuit resonates at1000 Hz. What is the value of the capacitance ?? The resonant frequency of an LRC circuit is 425 Hz.If the resistance is 300 Ω and the capacitance is 200 nF, what is the value of the inductance ??The value of the rms current is most nearly A. 154 mA The current in the circuit is given by i(t) = I cos[(9580 rad/s)}), where I is the amplitude current. The voltage amplitude of the AC source is 112 V. B. 272 mA C. 384 mA D. 121 mA E. 334 mA R = 335 N C = 0.625 µF L = 75.8 mH
- What is the magnitude of the impedance Z between nodes A and B with a resistance of R, a capacitance of C, and an inductance of L with the following values: w = 3600 rad/s, R = 50 M, L = 2.0 × 10-8 H, C = 12 μF. A ww reler BQ02A series RLC circuit consists of a 60 resistor, a 2.2 mH inductor, and a 720 nF capacitor. It is connected to an oscillator with a peak voltage of 4.0 V. You may want to review (Pages 915 - 918). Determine the impedance at frequency 4000 Hz. ΠΕ ΑΣΦ Submit Part E Determine the peak current at frequency 4000 Hz. IVE ΑΣΦ Submit Request Answer Part F Request Answer Submit Determine phase angle at frequency 4000 Hz. Express your answer to the nearest degree. ΠΕ ΑΣΦ C Request Answer C S ? ? ? Ω A
- e. The peak current for this circuit at any frequency w is given by: |R² + (Xµ – X.)² Explain mathematically why this peak current is maxed out only when driven at the resonance frequencyRadios often utilize a variable capacitor in series with an inductor to tune the circuit to a particular frequency. In a particular shortwave radio, the value of the inductor is L = 1.01 µH. What must be the capacitance (in pF) of the circuit so that the radio is tuned to a frequency of f = 6.50 MHz? pFQ12