Q.1. (a) Make a Series RLC Circuit. (b) Find the Impedance and Phase Angle using the values given in the table. Calculated Values S. No Frequency (Hz) Impedance Angle Z (Ohms) R L C (Ohms) (mH) (uF) 1 200 50 10 15 2 400 200 50 20 600 250 70 30 4 800 400 90 40 5 1000 500 100 50 3.

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a. What is the complex power, S= b. What is the reactive Power, Q=. c. The power factor, PF= and the real Power, P= and the Angle e =

Given the circuit below, find the output voltage vout measured across the resistor. You are told that vs = 20 cos (10t + 40°), and you may assume that C = 41 µF and R = 1,562 Q. Vs +1 C R Vout Once you have found the output voltage, enter the magnitude of the output voltage (in volts) below, to 3 significant figures.

QUESTION 6 P 0.8 pf lagging For the circuit shown above, what is the input power factor angle? Assume that is = 7 + j0 A, P₁ = 278 W, and P2 = 124 W. Write your answer in degrees. + To P 0.9 pf lagging

Solve for the Vrms (magnitude only) across the resistance if R2 = 1085 ohms and Xc = 2288 ohms. HE R2 GEN Va GEN - 15 Vpk-pk 20 kHz Round your answer to 2 decimal places.