Find the sinusoids represented by the following phasors 11. V-12 + j8 mV
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- find a sinusoid equivalent to -8.63sin 377t - 4.19 cos 377tBetween i1 = -30cos(ωt + 50°) and v1 = 24sin(ωt - 10°), calculate the phase angle. Sketch and state which sinusoid is leading.For the pair of waveforms (input and output) captured in that picture, write the mathematicalexpression for Vout(t), using the phase of Vin(t) as the reference. Also, write the phasor expressions forVout and Vin. Vin = Yellow line Vout = Blue line Vin max = 2V Vout max = 440.0 mV phase = -78.7483
- Using your knowledge of the concept of expressing sinusoids in terms of phasors in alternating current (ac) demonstrate how you will obtain the voltages v and V, the phasor current I and sketch phasor diagram if a circuit has a series combination of R=40Ω and L=80 mH and has a current i=2.0 Cos(500t+10o) (A)a. The following 40Ω capacitive reactance and 60Ω inductive reactance are in series with a 30Ω resistor in a circuit. The applied voltage is 80mV. Find the total impedance and the power factor of the circuit. Draw the circuit and find the real power that is going through the circuit. c. A signal generator generated a signal according to the function below. Calculate the strength of the signal: g(t) = cos2t – sint 0 ≤ t ≤ πA 480V rms source supplies load that absorbs 100 kW at 0.7 lagging power factor. A capacitor is then connected in parallel to this load to correct the overall power factor to 0.9 lagging. What reactive power must this capacitor produce to correct the power factors? Find Qc and Irms
- Find the phase shift of the circuit and determine whether the phase shift is leading or lagging to theinput. Assume ?i = 1∠0 V.Which component of impedance is not dependent on the frequency of the source of voltage? A. capacitance reactance B. inductive reactance C. resistance D. all are independent of the frequency of the sourceBy using node analysis find the voltages at node A and node B. You have to express the voltage as a sinusoid within the time domain with phase angles measured with degress.