Question: Find the phasors for the following voltage sources and plot them as vectors on the complex plane: v1(t) = 10 * cos (2*pi*f*t pi/3) v2(t)
- Find the phasors for the following voltage sources and plot them as vectors on the complex plane:
- v1(t) = 10 * cos (2*pi*f*t pi/3)
- v2(t) = 12 * cos ( 2*pi*f*t + pi/4)
- Consider two voltage sources with amplitudes A1 = 5 volts and A2 = 15 volts and phase angles of 30 and 60 degrees respectively. The frequency is 60 Hz for both of them.
- Construct phasor representations for these voltages and plot them as vectors on the complex plane.
- Perform the addition of these two phasors and plot the resulting vector on the same complex plane as in a).
Please answer in MATLAB
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