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If the instantaneous value of a voltage in an AC circuit of the communication system (at any time t seconds) is given by V= sin(61tt-0.125mt)
If the instantaneous value of a voltage in an AC circuit of the communication system (at any time t seconds) is given by V= sin(61tt-0.125mt) volts, determine: The amplitude, b. Periodic time (in ms) c. Frequency Phase angle in degrees . Voltage at t=0 f. Voltage at t=10ms Time when voltage reaches 100volts h . Time when voltage is maximum I. Sketch one cycle of the waveform Given that the voltage waveform can also be represented as V=Rsin(cot+0), use compound angle identities to resolve the resultant voltage waveform into its two component waveforms: asincot and bcoscot.In another AC circuit the resulting overall voltage, V, represented as V=Rsin(cot+9), where 9 is in radians, is made up of two voltages which can be represented as a sine and cosine functions of the same frequency as the resultant voltage V. i. Find an expression for the resultant waveform (by Wthe values for R and 6) for the two component waveforms 0.1(60 m - 0.2(7 cosCJt) and sketch the two component waveforms and the resulting waveform on the same axes. ii. Wthe variations in the results between the sketched functions and your calculations for the resultant and Wwaveforms
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