(5) Solve for q in the RC circuit with R = 2.52,C=0.08 f, q(0) = 0 and E(t)=5µ(t−3)
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- An RLC parallel circuit has an apparent power of 400 VA. The inductor has a reactive power of 450 VARs, and the capacitor has a reactive power of 200 VARs. Find the true power or watts.If the value of R is doubled and the value of C is halve in a given RC circuit, the timenit will take to charge a capacitor will a. decrease b. increase c. remain the sameCalculate the charging voltage across the capacitor of an RC circuit at t = 1.2 seconds?
- P Flag question The time constant of a series RC circuit consisting of a 100microF capacitor in series with a 100ohm resistor is milli-second.Question 44 In an RC circuit, if R = 1 k Q, C = 0.1 μF, the time constant T will be: None of the other choices are correct OA. OB. OC. 0.01 ms OE. 10 ms D.1 ms 0.1 msIn the figure, ɛ = 12.0 V, the time constant is 500us, and Imax = 200 mA. What is L? %3D S L R A. 500 µH B. 2.75 mH C. 30.0 mH D. 1.20 H ll
- What is the inductance of a series RL circuit in which R = 2,0 KQ if the current increases to one- %3D fourth of its final value in 60 us? C 99 mH C 0.42 H 0.062 H C 1.1 HWhat will be the charge on the capacitor C3 a long time after the switch S2 is closed while S1 remains closed?Find the current fort>O in a series RC circuit where R = 20nc = 0.005 F and E = 60sin30t V. Assume that when the switch is closed at t = 0. the charge on the capacitor is -0.03 C.* i = 0.03 sin 30t - 0.09 cos 30t + 0.06e 101 i = 0.9 cos 30t + 2.7 sin 30t – 0.6 Option 1 Option 2 i = 2.7 cos 30t + 0.9 sin 30t - 0.6e 104 i = 0.09 sin 30t – 0.03 cos 30t + 0.00 Option 3 O Option 4
- Determine the energy supplied or stored by the capacitor over the timer interval t=0 to ∞For a given RC circuit, increasing the value of the voltage will cause the time needed for a capacitor to fully charge and discharge to increase ,decrease or stay the sameQUESTION 7 0 17 27 37 47 57 67 77 87 97 107 117 127 137 147 157 I The graph above indicate which of the following choices in a simple RC circuit with a charging and discharging phase. Current through the capacitor Voltage across the resistor Voltage across the capacitor Current through the discharging resistor O O O