For the RLC circuit at the right - 1762, C-250 F, L -0.77 pH, and st)...
For the RLC circuit at the right R - 1762, C-250 F, L -0.77 pH, and S(0) - 185 V sin [2747.25 MHz)t). Use this information to answer problems 9, 10, 11 and 12 [6] 9. Determine the reactance of the capacitor in the circuit. Answer: (a) 75. 7 62. (b) 87.8 2. (c) 95.4 2. (d) 125 12. (e) 150 (1) #12 please [6] 10. Determine the reactance of the inductor in the circuit. Answer: (a) 15.1 2. (b)...
please answer all. they ise the same figure and are all together Lutons FALL 2019 Name: For the RLC circuit at the right R-196 02, C-290 F. L0.99 pH. and st) - 185 V sin 277.25 MB to answer problems 9, 10, 11 and 12. [6] 9. Determine the reactance of the capacitor in the circuit. Answer: (a) 75. 792. () 87.8 2. (c) 95.42. (d) 125 . (e). 150 2. (f) - 90 [6] 10. Determine the reactance of...
(t) 185 V sin [27(7.25 MHz)t). Use this information For the RLC circuit at the right R-13612, C-230 JF, L -0.55 p at the right R-136 22, C-230 uF. L-0.55 pH, and to answer problems 9, 10, 11 and 12. [6] 9. Determine the reactance of the capacitor in the circuit Answer: @) 75.7 2. (6) 87.8 2. (c) 95.41. (d) 125 2. (e). 150 u12 () (d) 58. 1 2 [6] 10. Determine the reactance of the inductor in...
[4] 12. Comparing an electrical RLC circuit and a Mass and Spring system that can move along a sur (a) Electrical current corresponds to (position, speed, acceleration of the mass (b) Capacitance corresponds to the mass, the location of the mass, the spring constant of the spring (c) Capacitance corresponds to the mass, the location of the mass, the spring constant of the spring (d) Electric charge corresponds to (position, speed, acceleration) of the mass.
fill in the blank with choices given [4] 12. Comparing an electrical RLC circuit and a Mass and Spring system that can move along a surface, (a) Inductance corresponds to the mass, the location of the mass, the spring constant of the spring). (b) Electrical current corresponds to (position, speed, acceleration) of the mass (c) Capacitance corresponds to the mass, the location of the mass, the spring constant of the spring). (d) Electric charge corresponds to (position, speed, acceleration) of...
Retake Done Physics 222 ABC EXAM S N XAM 13 Magnetic Fields, Maxwell's Equations FALL 2019 Name: me right R - 1762, C-250 MF, L -0.77 pH, and 8(t) - 185 V sin 2x(7.25 MHz)t). Use this info co For the RLC circuit at the right R- to answer problems 9, 10, 11 and 12. [6] 9. Determine the reactan Petermine the reactance of the capacitor in the circuit. Answer: (a) 75.7 42. (b) 87.8 2. @95. (c). 150 ......
O] . The impedance of the uncut IJ Answer: (a) 153 2. (b) 171 u 2. (C) 1842. e) 198 L. Comparing an electrical RLC circuit and a Mass and Spring system that can move along a surface, (a) Electrical current corresponds to (position, speed, acceler Capacitance corresponds to the mass, the location of the mass, the spring constant of the spring). Capacitance corresponds to the mass, the location of the mass, the spring constant of the spring). (W) Electric...
For the RLC circuit at the right R= 76.0 u2, C-250.0 uF, L 0.223 pH, and E(t)= 35.0 V sin [2x(14.3 MHz)]. Use this infommation to answer problems 3, 4, 5, 6 and 7. [6] 3. Determine the reactance of the capacitor in the circuit. Answer: (a) 114 μΩ. 0) 23.5 μ ( e) 31.8 μΩ (d) 44.5 μ ( ) . 74.2 μ (0. L C E0) [6] 4. Determine the reactance of the inductor in the circuit. Answer:...
R C L Doo HH HI Consider the RLC circuit shown. The power source provides a rms voltage of 210 V at a frequency of 75 Hz. The circuit values are as follows: R= 25 12, L = 30.0 mH, C1 = 95.0 uF, and C2 = 55.0 uF. a) (2 pts.) Determine the inductive reactance of this circuit. b) (2 pts.) Determine the capacitive reactance of this circuit. c) (2 pts.) Determine the total impedance of this circuit. d)...
Consider an RLC circuit with inductance L = 1 H, capacitance C = 0.01 F, and resistance R= 12 12. The switch is closed at time t=0 and a voltage of 1 V is applied for 2 seconds. Then, the switch is opened and is kept open. Find the equation for the charge g(t), if both the initial current and the initial charge are zero. (15 Point)