1. A sinusoidal wave form can be represented by the equation given below: 2nt v(t)=Vdc +Vp cos(wt+w) = V dc +Vp cos(2nft+q) = Vdc +Vp cos(+o T Amplitude = 0.50022 V Frequency = 10.000 KHz Period = 99.996 us Peak2Peak = 1.0052 DC RMS = 434.14 mV calculated he following quantities: Vdc, Vp, V pp , f,T, and w Use the time base (sec/div) and vertical section Volts/div) for all your calculations.

1. A sinusoidal wave form can be represented by the equation given below: 2nt v(t)=Vdc +Vp cos(wt+w) = V dc +Vp cos(2nft+q) = Vdc +Vp cos(+o T Amplitude = 0.50022 V Frequency = 10.000 KHz Period = 99.996 us Peak2Peak = 1.0052 DC RMS = 434.14 mV calculated he following quantities: Vdc, Vp, V pp , f,T, and w Use the time base (sec/div) and vertical section Volts/div) for all your calculations.

Power System Analysis and Design (MindTap Course List)

6th Edition

ISBN:9781305632134

Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Chapter2: Fundamentals

Section: Chapter Questions

Problem 2.10MCQ: The average value of a double-frequency sinusoid, sin2(t+), is given by (a) 1 (b) (c) Zero

See similar textbooks

Similar questions

Derivation of Average Value and RMS Values ofa. Square Wave / Rectangular Waveb. Triangular Wave / Saw-Tooth Wavec. Sinusoidal Waved. Half-Rectified Sinusoidal Waved. Fully-Rectified Sinusoidal Wave
If V = 60V at α = 30° and t = 1.5 ms, determine the mathematical expression for the sinusodial voltage
Find the sinusoidal and the rms phaser expression Vs = 120 sin (377t+0 degrees)
13. determine the frequency of a sinusoidal wave that has an equation of e = Emsin270t A. 42.97 Hz B. 24.79 Hz C. 35.14 Hz D. 45.54 Hz 14. The rms value of half wave rectified sine wave is 100A. its maximum value is: A. 198 A B. 202 A C. 200 A D. 199 A
Consider the sinusoidal voltage: v(t) = 125cos (250πt –25°) V. d.What is the phase angle in radians? e.What is the phase angle in degrees? f. What is the period in milliseconds? g.What is the first time after t = 0 that v(t) = 80 V?
Create a sinusoidal function that has an amplitude of 4, minimum at 2 and horizontal phase shift of 45 degrees.
A current wave consists of two components 1. A DC current of 10A and 2. A sinusoidal AC current of peak value 5A and frequency 50Hz a. Write the expression of the current wave taking t=o at an instant where the AC component is ZERO and increasing in positive direction b. Find the average value of the current wave. c. Find the RMS value of the current wave.
Consider the plot of the sinusoidal voltage v(t)=Vm cos(ωt+θ) shown in Figure 5.1 on page 216 and the following statements: A. Stretches the sinusoidal curve vertically. B. Compresses the sinusoidal curve vertically. C. Stretches the sinusoidal curve horizontally. D. Compresses the sinusoidal curve horizontally. E. Translates the sinusoidal curve to the right. F. Translates the sinusoidal curve to the left. Which statement best describes a. Increasing the peak amplitude Vm ? b. Increasing the frequency f ? c. Decreasing θ ? d. Decreasing the angular frequency ω ? e. Increasing the period?
Two waveforms, v1(t) and v2(t), have identical amplitudes and oscillate at the same frequency, but v2(t) lags v1(t) by a phase angle of 60 degrees.If v1(t) =4cos(2*pi(10^3)t+30degrees),write the expression appropriate for v2(t) and plot both waveforms over the time span from -1 ms to +1 ms.Thank you!! Please answer in typing format please ASAP for the like
13 ) RMS value of sinusoidal voltage is given by Vrms= 5 V, Calculate the value of peak voltage Vm? a. 1.4142 V b. 5 V c. 3.535 V d. 7.07 V
Given a pure SINE phasor of magnitude 3 and a pure COSINE phasor of magnitude 4, the resultant magnitude will be?
Find the radian frequencies of sinusoidal currents that have radian frequencies ofa. 9π rad/secb. 0.042 rad/secc. 13 Mrad/sec