Draw the one-sided (cosine) and twp-sided (complex exponential) Magnitude and Phase spectra for the following signal, and select the values for each frequency given below in the 1-sided magnitude and phase spectra for the same signal. x(t)=4-3sin(12πt) + 1 sin(30πt) (Be sure to express this signal as cos() functions before trying to plot the magnitude and phase values.) Magnitude Spectrum: [X(f)|0Hz: choose your answer... ,1 Hz: choose your answer... ,2 Hz: choose your answer... 3 Hz: choose your answer... ✓ 4 Hz: choose your answer... ,5 Hz: choose your answer... ✓ 6 Hz: choose your answer... ✓ choose your answer... 15 Hz:

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Draw the one-sided (cosine) and twp-sided (complex exponential) Magnitude and Phase spectra for the following signal, and select the values for each frequency given below
in the 1-sided magnitude and phase spectra for the same signal.
x(t)=4-3sin(12πt) + 1 sin(30πt)
(Be sure to express this signal as cos() functions before trying to plot the magnitude and phase values.)
Magnitude Spectrum: [X(f)|0Hz: choose your answer...
,1 Hz: choose your answer...
,2 Hz: choose your answer...
3 Hz:
choose your answer...
✓
4 Hz: choose your answer...
,5 Hz: choose your answer...
✓
6 Hz: choose your answer...
✓
choose your answer...
15 Hz:
Transcribed Image Text:Draw the one-sided (cosine) and twp-sided (complex exponential) Magnitude and Phase spectra for the following signal, and select the values for each frequency given below in the 1-sided magnitude and phase spectra for the same signal. x(t)=4-3sin(12πt) + 1 sin(30πt) (Be sure to express this signal as cos() functions before trying to plot the magnitude and phase values.) Magnitude Spectrum: [X(f)|0Hz: choose your answer... ,1 Hz: choose your answer... ,2 Hz: choose your answer... 3 Hz: choose your answer... ✓ 4 Hz: choose your answer... ,5 Hz: choose your answer... ✓ 6 Hz: choose your answer... ✓ choose your answer... 15 Hz:
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