RLC Circuit (Vo) is 75 V and the initial current through the inductor (I,) is 30 mA... Find v(t), the voltage across the components for t > 0 lic I, + Figure 1 Vo 25 nF 400 mH $2500 Q v(t)

Assume that the initial energy stored in the inductors below is zero. Find the equivalent inductance withrespect to the terminals a, b.

The series RLC circuit of Figure Q3 contains a resistor of R=200, an inductor of L=10mH and a capacitor of C=600µF. The supply is 24V, 50HZ. R L Vs Figure Q3 Calculate: The reactance of the inductor (XL) and the reactance of the capacitor (Xc) The impedance of the inductor and the impedance of the capacitor The total circuit impedance (magnitude and angle) The total current in the circuit (magnitude and angle) What is the power factor?

A 10 mH inductor, a 1 μF capacitor, and a variable resistor are connected in parallel in the circuit of (Figure 1). The resistor is adjusted so that the roots of the characteristic equation are -8000+j6000 rad/s. The initial voltage on the capacitor is 10 V and the initial current in the inductor is 80 mA. Figure + Io iR R{ + V 1 of 1 Find B₁ in the solution for v(t). Express your answer to three significant figures and include the appropriate units. B₁ = 10.0 V Submit ✓ Correct Part D Previous Answers Find B₂ in the solution for v(t). Express your answer to three significant figures and include the appropriate units. B₂ = 640 Submit μA V Previous Answers Request Answer

A voltage source of 10 V is connected to a series RC circuit where R=2*10^6 ohms and c=3 microfarads. Find the amount of time required for the charge on the capacitor to increase to 75% of its maximum.

A source-free RC circuit contains a 1 ohm resistor and a 10 mH inductor initially charged to 1 Ampere. How much time is needed for the current across the inductor to decay to 0.368 amperes? Enter your answer in seconds.