Calculate the voltage in the capacitor and the current in the inductor of the circuit, calculate the reactive power (Q), active (P) of the circuit and the total apparent power (S), which power factor is in the circuit.



Calculate the voltage in the capacitor and the current in the inductor of the circuit, calculate...
Each resistor, inductor, and capacitor has 60 ohms, 75 ohms,
and 46 ohms respectively. Calculate the following
a.) Individual current
b.) Individual Voltage drop
c.) Individual Apparent power
d.) Individual Reactive Power
e.) Individual Real Power
f.) Total apparent power
g.) Total reactive power
h.) Total real power
i.) Total power Factor
Consider the following circuit with an AC voltage source Vin = 1500V260° V connected to a load. The total current drawn from the source 2. 15V2 275 A. Load Calculate . Load Impedance . Average Power(P) . Reactive Power (Q) . Power Factor . Complex Power (S) Apparent Power (ISI
An ac series circuit containing a capacitor, inductor, and resistance is found to have a current of amplitude 0.300 A for a source voltage of amplitude 10.0 V at an angular frequency of 200.0 rad/s. The total resistance in the circuit is 18.0 Ω. What is the power factor for the circuit?
Figure 2.6 depicts this circuit as a voltage source applied to a
resistor and inductor in parallel (disregard the capacitor for part
A), which is to be an equivalent to the load. Why is a
resistor and inductor in parallel used for the load versus just
using a resistor?
Find the following (show calculations):
Real power absorbed by the load.
Apparent power of the load.
Reactive power of the load. Don’t use the tangent
function. Instead, find the reactive power using the
apparent...
For the circuit inside the box, the input voltage and the current waveforms are i() 4cos o-50° A i(t) .Find the input impedance Z of the circuit .Find S the complex power delivered to the circuit, .Find P the circuit average power Find Othe circuit reactive power .Find p.f.the circuit power factor v(t)
1?
please draw circuit as well
1. A series circuit is composed of a 10 92 resistor, an inductor with a reactance of 10 9 and a capacitor with a reactance of 5 2. The circuit carries an ac current of 10 A. Calculate the following: (a) the active power consumed by circuit; (b) the reactive power absorbed by the circuit (c) the apparent power of the circuit; (d) the power factor of the circuit Circuit Calculation(s)
A sinusoidal voltage of 100 V r.m.s. at 50 Hz is applied across a series combination of a 40 Ω resistor and an inductor of 100 mH. Determine the r.m.s. current, the apparent power, the power factor, the active power and the reactive power
Please take y=60 for calculations.
In the given AC circuit below, compute the active, reactive, apparent power and the power factor of the load. Calculate the value of the capacitor which will be connected in parallel with the load to make the power factor equal to 0.98. Assume load voltage stays constant. 1. vs(t)=141.42 cos(3t+30°) V C=ly R,=2y L=y R2=2y Vs(t) LOAD a) Determine which of the diodes conduct in the circuit. Assume ideal diode model. Show your work for...
A resistor, 50.0-mH inductor, and 100.0-uF capacitor are connected in series with a 50-Hz voltage source. The maximum voltage through the circuit is 240 V. Calculate the power across the LCR circuit, if phase angle between the current and voltage is 60degrees.
1) An (open) electrical circuit consists of an inductor, a resistor, and a capacitor. There is an initial charge of 1 coulomb on the capacitor. At the instant the circuit is closed, a current of 7 amperes is present and a voltage of E(t) = 20 cos t is applied. In this circuit the voltage drop across the resistor is 7 times the instantaneous change in the charge, the voltage drop across the capacitor is 11 times the charge, and...