What is the bandwidth of the following signal if A=8, B=15, C=43, and D=55 M(f) -D -C -B A B C D Answer:
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A: The given circuit diagram is shown above.We need to calculate the resonant frequency in rad/sec.
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- An AC voltage of fixed amplitude is applied across a series RLC circuit. The components are such that the current at half the res-onant frequency is half the current at resonance. Show that the current at twice the resonant frequency is also half the current at resonance.A tuned circuit has a resonant frequency of 18 MHz and a bandwidth of 120 kHz. What are the upper and lower cutoff frequencies?explain why the bandwidth is the frequency band between half power frequencis: B=w2-w1
- In a series R-L-C circuit, the resistor has a reactance of 2 ohms, the capacitor has a capacitance of 0.5 F, and the inductance of the inductor is 9 H. What is the frequency of alternating current to achieve a resonance state?23. The following data are given for a series RL and a series RC, which areconnected in parallel: XL = 15Ω, XC = 25Ω, RC = 15Ω. For what value of RL will the circuit be in resonance? a. 169 ohms b. 916 ohms c. 16.9 ohms d. 91.6 ohmsAt the resonant frequency f 0 =1 MHz, a series resonant circuit with R= 50 Ω has | V R |=2 V and | V L |= 20 V. Determine the values of L and C. What is the value of | V C |.
- The inductance coil in the series resonant circuit is 0.2 H, and the resistance coil is 50 Q. At what capacitance value does resonance occur at 1500 kHz in this circuit? Assuming a 100 V r.m.s. e.m.f. at the source.The inductance coil in a series resonant circuit is 0.2 H and the resistance coil is 50 Q. What is the capacitance value in the circuit that causes resonance at a frequency of 150 KHz? The source produces an emf of 100 V r.m.s.The following data are given for a three-branch parallel circuit: V = 12 V, R = 82 kΩ, L = 15 mH, and C = 390 pF. Determine the values specified at the resonant frequency. d. IL = ______________e. IC = ______________f. IR = ______________
- A parallel R-L-C circuit is fed by a constant current source of variable frequency. The circuit resonates at 100 kHz and the Q-factor measured at this frequency is 5. Find the frequencies at which the amplitude of the voltage across the circuit falls to (a) 70.7% (b) 50% of the resonant frequency amplitude.1-Find the center frequency and the two cutoff frequencies by changing the frequency until Vo becomes 0 and 0.707Vi respectively. 2- graph vo/vi and Theta against frequencyA parallel resonant circuit has R=100kΩ, L=25 mH, and C=5 nF. Calculate w0,w1,w2,Q, and B.