Calculate the energy (in µJ) stored in the capacitor at steady-state, given C = 6.8 µF. 200 Ω 10 V ww • 800 Ω

A 400 Hz sinusoidal voltage with a maximum amplitude of 120 V at t = 0 is applied across the terminals of an inductor. The maximum amplitude of the steady-state current in the inductor is 20 A Part A What is the frequency of the inductor current? Express your answer with the appropriate units. f= Part B Submit Request Answer μÀ 0₁ = Value Submit If the phase angle of the voltage is zero, what is the phase angle of the current? Express your answer with the appropriate units. μA Value Units Request Answer ? Units ?

10. Initially, the capacitors in the circuit in the given figure are uncharged. Determine the capacitor voltage after the given times: 30V + a. 15 ms b. 30 ms c. 45 ms d. 60 ms e. 75 ms R M 150 100μF

Description: Inductance Capacitors and inductors, have a different type of AC resistance known as reactance, ( XL, XC ). Reactance also impedes the flow of current, but the amount of reactance is not a fixed quantity for one inductor or capacitor The reactance value of an inductor or a capacitor depends upon the frequency of the supply current as well as on the DC value of the component itself.   Measurements Frequency (Hz)     Z I VR=I*R VL=I*   10 60V             50 50V             100 20V               Evaluation: Determine the total current in the circuit I by using Determine using the formula   Determine the impedance by using the form Determine the phase difference between and Observe the waveforms and attach the print screen of the Ouput(CRO Output).   What do you observe from the Output Waveforms. Repeat for different values in the table.