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The next six questions pertain to the situation described below. A circuit is constructed with two capacitors and an inductor as shown. The values for the capacitors are: C1 = 112 µF and C2 = 271 µF. The inductance is L = 303 mH. At time t =0, the current through the inductor has its maximum value Ij (0) = 104 mA and it has the direction shown. C2 1) What is oo, the resonant frequency of this circuit? radians/s 2) What is Q1(t|), the charge on the capacitor C1 at time t=t 18 ms? The sign of Qj is defined to be the sameas the sign of the potential difference Vab = Va - Vp at time t = t. 3) What is Vhe(t)= Vp - Ve, the voltage across the inductor at time t = 18 ms? Note that this voltage is a signed number. V 4) What is Q1.max, the magnitude of the maximum charge on capacitor C1? C 5) At time t= t2, the magnitude of the current through the inductor has its maximum value. What are the magnitudes of Q1, the charge on capacitor C1, and VL, the voltage across the inductor at this time? a. Q1 = Qmax and VL b. Q = 0 and VL c. Q1 = Qmax d. Q = 0 and V = 0 = V max V %3D max and VL = 0 0000

The next six questions pertain to the situation described below. A circuit is constructed with two capacitors and an inductor as shown. The values for the capacitors are: C1 = 112 µF and C2 = 271 µF. The inductance is L = 303 mH. At time t =0, the current through the inductor has its maximum value Ij (0) = 104 mA and it has the direction shown. C2 1) What is oo, the resonant frequency of this circuit? radians/s 2) What is Q1(t|), the charge on the capacitor C1 at time t=t 18 ms? The sign of Qj is defined to be the sameas the sign of the potential difference Vab = Va - Vp at time t = t. 3) What is Vhe(t)= Vp - Ve, the voltage across the inductor at time t = 18 ms? Note that this voltage is a signed number. V 4) What is Q1.max, the magnitude of the maximum charge on capacitor C1? C 5) At time t= t2, the magnitude of the current through the inductor has its maximum value. What are the magnitudes of Q1, the charge on capacitor C1, and VL, the voltage across the inductor at this time? a. Q1 = Qmax and VL b. Q = 0 and VL c. Q1 = Qmax d. Q = 0 and V = 0 = V max V %3D max and VL = 0 0000

Physics for Scientists and Engineers, Technology Update (No access codes included)
Physics for Scientists and Engineers, Technology Update (No access codes included)
9th Edition
ISBN:9781305116399
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter32: Inductance
Section: Chapter Questions
Problem 32.82CP: One application of an RL circuit is the generation of lime-varying high voltage from a low-volt age...
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Needed to be solved part 4 and 5 correclty in 20 minutes and get the thumbs up please show neat and clean work
The next six questions pertain to the situation described below. A circuit is constructed with two capacitors and an inductor as shown. The values for the capacitors are: C = 112 µF and C2 = 271 µF. The inductance is L = 303 mH. At a b time t =0, the current through the inductor has its maximum value Ij (0) = 104 mA and it has the direction shown. C2 1) What is wo, the resonant frequency of this circuit? radians/s 2) What is Q1(t1), the charge on the capacitor C1 at time t= t = 18 ms? The sign of Q, is defined to be the sameas the sign of the potential difference Vab = Va - Vb at time t = t1. C 3) What is Vhe(t)= Vh - Ve, the voltage across the inductor at time t = 18 ms? Note that this voltage is a signed number. V 4) What is Q1.max, the magnitude of the maximum charge on capacitor C1? 5) At time t= t2, the magnitude of the current through the inductor has its maximum value. What are the magnitudes of Qj, the charge on capacitor C1, and VL, the voltage across the inductor at this time? Qmax and VI = V, b. Q1 = 0 and VL = Vm а. Q max max c. Q = Qmax and V = 0 d. Q = 0 and V = 0
Transcribed Image Text:The next six questions pertain to the situation described below. A circuit is constructed with two capacitors and an inductor as shown. The values for the capacitors are: C = 112 µF and C2 = 271 µF. The inductance is L = 303 mH. At a b time t =0, the current through the inductor has its maximum value Ij (0) = 104 mA and it has the direction shown. C2 1) What is wo, the resonant frequency of this circuit? radians/s 2) What is Q1(t1), the charge on the capacitor C1 at time t= t = 18 ms? The sign of Q, is defined to be the sameas the sign of the potential difference Vab = Va - Vb at time t = t1. C 3) What is Vhe(t)= Vh - Ve, the voltage across the inductor at time t = 18 ms? Note that this voltage is a signed number. V 4) What is Q1.max, the magnitude of the maximum charge on capacitor C1? 5) At time t= t2, the magnitude of the current through the inductor has its maximum value. What are the magnitudes of Qj, the charge on capacitor C1, and VL, the voltage across the inductor at this time? Qmax and VI = V, b. Q1 = 0 and VL = Vm а. Q max max c. Q = Qmax and V = 0 d. Q = 0 and V = 0
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