4.) For the circuit below, the input Vi is a 10V pulse that lasts for 1 second. R = 1060, C = 44.4nF, L = 1mH. Assume all initial conditions are zero. a.) Find the equation for Vi(t) b.) Find Vi(s) c.) Find the s-domain equation for voltage across the capacitor, Vo(s).Find the voltage across the capacitor, v.(t) V₁ www +11 C

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

3. In an LC circuit, when the capacitor is maximum, the inductor energy is ........

! Required information Problem 06.001 - DEPENDENT MULTI-PART PROBLEM - ASSIGN ALL PARTS The voltage across a 10-F capacitor is 2te-3t V. NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. Problem 06.001.a - Current through a capacitor Find the current through the capacitor. The current through the capacitor is -3t A. |(1-3 t)e¯

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.

The series RLC circuit of Figure Q3 contains a resistor of R=202, an inductor of L=10MH and a capacitor of C=600µF. The supply is 24V, 50HZ. R L C Figure Q3 Using your calculated current that flows through the circuit of Figure Q3, calculate the following: The voltage across the inductor (magnitude and angle) The voltage across the capacitor (magnitude and angle). Determine the resonant frequency. At resonance, what is the total impedance of the circuit? A three-phase balanced load of phase impedance with magnitude 200 Q and power factor 0.5 is connected in delta. This load is connected to a 420 V (line voltage), 50 Hz, 3-phase supply. Calculate: The magnitude of the phase voltage, The load phase angle The magnitudes and phase angles of each load current. (The angle of phase voltage 1 = 25°)