A circuit is constructed with two capacitors and an inductor as shown. The values for the capacitors are: C₁ = 487 μF and C₂ = 355 μF. The inductance is L=202 mH. At time t=0, the current through the inductor has its maximum value (0) = 291 mA and it has the direction shown. 1) What is the resonant frequency of this circuit? Submit Submit 3) What is Vic(+₁)= V₁ - V₁, the voltage across the inductor at time t₁ = 23.6 ms? Note that this voltage is a signed number. Submit 4) What is Q1.max. the magnitude of the maximum charge on capacitor C₁? 2) What is Q₁(t₁), the charge on the capacitor C₁ at time t=t₁ = 23.6 ms? The sign of Q₁ is defined to be the sameas the sign of the potential difference Vab =V₂ - V₁ at time t-t₁. Submit C₁ C₂ Submit b 0000 radians/s V 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 V₁, the voltage across the inductor at this time? O Q1-Qmax and V₁ - Vmax O Q₁-0 and V₁ = Vmax O Q1-Qmax and V₁ = 0 O Q₁-0 and V₁=0

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A circuit is constructed with two capacitors and an inductor as shown. The values for the capacitors are: C₁ = 487 μF and C₂ =
355 μF. The inductance is L = 202 mH. At time t=0, the current through the inductor has its maximum value ₁ (0) = 291 mA and
it has the direction shown.
1) What is a,. the resonant frequency of this circuit?
Submit
Submit
3) What is Vic(t₁)= V₁ - V₁. the voltage across the inductor at time t₁ = 23.6 ms? Note that this voltage is a signed number.
Submit
4) What is Q1,max, the magnitude of the maximum charge on capacitor C₁?
a
Submit
C₁
C₂
2) What is Q₁(t₁), the charge on the capacitor C₁ at time t= t₁ = 23.6 ms? The sign of Q₁ is defined to be the sameas the sign of the potential difference Vab
= V₁ - V₁ at time t=t₁.
b
IL
eeee
radians/s
C
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
V₁, the voltage across the inductor at this time?
O Q1 = Qmax and V₁ = Vmax
Q₁ = 0 and V₁ = Vmax
Q1Qmax and V₁ = 0
O Q₁ = 0 and V₁ = 0
Submit
Transcribed Image Text:A circuit is constructed with two capacitors and an inductor as shown. The values for the capacitors are: C₁ = 487 μF and C₂ = 355 μF. The inductance is L = 202 mH. At time t=0, the current through the inductor has its maximum value ₁ (0) = 291 mA and it has the direction shown. 1) What is a,. the resonant frequency of this circuit? Submit Submit 3) What is Vic(t₁)= V₁ - V₁. the voltage across the inductor at time t₁ = 23.6 ms? Note that this voltage is a signed number. Submit 4) What is Q1,max, the magnitude of the maximum charge on capacitor C₁? a Submit C₁ C₂ 2) What is Q₁(t₁), the charge on the capacitor C₁ at time t= t₁ = 23.6 ms? The sign of Q₁ is defined to be the sameas the sign of the potential difference Vab = V₁ - V₁ at time t=t₁. b IL eeee radians/s C 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 V₁, the voltage across the inductor at this time? O Q1 = Qmax and V₁ = Vmax Q₁ = 0 and V₁ = Vmax Q1Qmax and V₁ = 0 O Q₁ = 0 and V₁ = 0 Submit
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