2, In L-R-C series circuit as shown below, R = 300Q, C = 1µF and L = 0.12 H. If w = 1666 rad/s and Vo-50V, find the voltage VR. VL and Vc. %3D
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- 3. Draw a unit cell for a FCC crystal below. List all of the quantities associated with the unit cell that you can think of, with a brief (one sentence or less) description of what they are.Given R1 = 1kS, R2 = 2kQ, R3 = 3kN, and V, = 12V what is the output voltage of the %3D %3D circuit? (Assume an ideal Op-Amp) R1 R2 Vo R3 Vs 8V 14V None of the other choices are correct. 12.5V11. The rms current in an RLC circuit depends on the frequency of the power source as shown below. It reaches its maximum value at f= 80 Hz. Find the rms voltage applied to the circuit if R = 10 22, C = 198 µF, and L = 20 mH. A. 25 V B. 50 V C. 75 V D. 100 V E. 125 V Current (Amps) 25 6 2.0 15 1.0 0.5 50 100 Frequency (Hertz) 150 200 250
- 11. The rms current in an RLC circuit depends on the frequency of the power source as shown below. It reaches its maximum value at f = 80 Hz. Find the rms voltage applied to the circuit if R = 102, C = 198 µF, and L = 20 mH. A. 25 V B. 50 V C. 75 V D. 100 V E. 125 V Current (Amps) 2.5 2.0 1.5 1.0 0.5 50 100 Frequency (Hertz) 150 200 250Mathematical physics : find the general solution for the RLC circuit expressed in R, L, CRefering to the figure (AC bridge which used to calculate the unknown capacitor ): if Lx =70 cm and Cx2 = 100μF, Cx1 =200uF then Cx2 equal to : Cx1 Cx2 Lx Oscilloscope wwwwww Ls 12 ○ a. 100μF O O b. 700μF O c. 300μF O d. 200μF
- 7 Complete the truth table for the logic circuit shown: D B. Cl 럼 >ay. ZConsider the RLC series circuit shown in the figure below where R = 420Ω, L = 75 mH, and C = 0.750 µF. The current in the circuit is given byi(t) = I cos[(9050 rad/s)t], where I is the amplitude current. Find the phaseshift between the source voltage relative to the current in the circuit.3. A RL circuit in series with L = 3 H and a RC circuit in series with C = 3uF have equal time constants. If the two circuits contain the same resistance R,(a) What is the value of R?(b) What is the time constant?
- 4. The voltages below are the RMS magnitudes of AC voltages. Find C1 and the RMS energy to charge C1. 20 nF + 3.9 V C1 2.68 V 36 nFAn 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 460 , the capacitance is 4.70 µF, and the inductance is 0.500 H. Find the average power delivered to the circuit. W Need Help? Read It Watch ItPlease help solve parts b) and c) only. The correct answer for each part : Part a): 286 Ohm Part b): 6.39 mA Part c): for this one use capacitor operation d = 1.45 mm so solution is 668 V/m Thank you!