3. Determine the angle by which v₁ leads i₁ if v₁ = 10 cos (10t - 45°) and is is equal to (a) 5 cos 10t; (b) 5 cos (10t -80°); (c) 5 cos (10t -40°); (d) 5 cos (10t+40°); (e) 5 sin (10t — 19°).
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- Plot the sinusoid for t= 0 to 2T, where A = 7.3 V, f= 138 Hz and 0 = - 25° : %3D v(t) = A sin (wt + 0)Please answer in typing format please yy Please all subpart is compulsory Please in typing formatQuestion 1 A series RLC circuit has a capacitor with a capacitance of 33.0 μF, an inductor with an inductance of 0.700 H and a resistor with a resistance of 114 Q. The circuit has a rms current of 6.30 A when the frequency is 95.0 Hz. What is the average power loss?
- 1. For the following pairs of sinusoids, determine which one leads and by how much. (a) v(t) = 10cos(4t – 90° ) and i(t) = 4 sin(4t + 70° ) (b) i(t) = 4cos(377t + 90° ) and v2 (t) = -20cos 377tPlot the sinusoid for t=0 to T, where A = 150 mA, f= 35 Hz and 0 = -30°: i(t) = A sin (wt + 0)The phasor corresponding to the signal () = -8 sin(10t+ 75) mA is + 7. mA. Please report your answer so the magnitude is positive and all angles are in the range of negative 180 degrees to positive 180 degrees.
- A series RC circuit is connected to a 230V 60hz source. If the power taken by the circuit is 4,800W and the voltage drop across the resistor is 115V, calculate the capacitance of the capacitor.Solve c,d and e onlyCalculate the current in the inductor shown in Figure if the voltage input is vi(t)=5sin(377t-90°)V. Give the answers in both the time and frequency domains. + v(t) i(t) L=1mH
- Phasors 1.) Transform the following sinusoids to phasors: (a) - 10 cos(4t+ 75) (b) 5 sin(20t – 10°) (c) 4 cos 2t + 3 sin 2tThe RC circuit of the figure is fed from the constant magnitude variable frequency sinusoidal voltage sourceVin. At 100HZ, the R and L element each as voltage drop Urms · If the frequency of the source is changed to 50HZ, then voltage drop across R is. www Vin 000Q.3 The capacitor in the following Figure 3 is given 53nF with tolerance of 10%. Given the voltage waveform if Figure 4, Find i(t) for the minimum and maximum capacitor values. Sketch the graph of i(t) vs t(ms) of the mas and the min values. v(1) i(1) Figure 3 C (A) (1) a 8 8 8 -20 -40 -60 01 2946 67 Time (ms) Figure 4