Assume that c is completely discharged with s1 in the

Question

Question:
what capacitor needed to get to a power factor of .95 and 1.0. Show work.
Write in ASAP.

1. Consider the parallel inductive reactive circuit below. Calculate the following: (Express all answers in magnitude/phase angle form)
a. Z_eq
b. I_T
c. X_L2
d. X_L1
e. I_R1
f. I_R2
g. I_L1
h. I_L2

Parallel Inductive Circuit:

1. Consider the series RC circuit below:

a. Assume C1 is completely discharged with S1 in the position shown. If S1 is moved to the top position, how long will it take for the capacitor voltage to reach
i. 3V
ii. 6V
iii. 15V
iv. 20V

b. Assume that C is completely discharged with S1 in the position shown. If S1 is moved to the top position, how much is the resistor voltage at the following time intervals?
i. t = 0 s
ii. t = 4.5 ms
iii. t = 10 ms
iv. t = 15 ms
v. t = 25 ms

Series RC Circuit:

2. Analyze the RLC circuit below to determine the following (include both polar and complex forms where applicable):

a. Z_eq
b. I_T
c. I_R1
d. I_L1
e. Real Power (Watts)
f. Reactive Power (VARs)
g. Apparent Power (VAs)
h. Power Factor

3. Construct the circuit in MultiSIM and run a Single Frequency Analysis to confirm your calculations for the phasor values in part 3. Capture a screenshot of the analysis for both Magnitude/Phase (polar) and Real/Imaginary (complex).

4. Measure the real power of the circuit and the power factor using a watt meter. Capture a screenshot of the watt meter readings.

RLC Circuit: