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Let a sinusoidal signal x(t) = cos(2π fmt) with a modulation frequency f equal to 10 Hz. The signal XAM is amplitude modulated (AM) with a modulation depth of 100% by a carrier signal with frequency fp i.e., x(t) = cos(2 ft), resulting in the signal x AM (t) TAM (t) = xp (1+ cos(2πfmt)) G(ja) * -20011 -we @ -WO W X(ja) 3 2 2001 Y(jw) -2001 20 -w-Wo W a) Calculate the spectrum of the signals xm, xp and XAM mathematically.

Let a sinusoidal signal x(t) = cos(2π fmt) with a modulation frequency f equal to 10 Hz. The signal XAM is amplitude modulated (AM) with a modulation depth of 100% by a carrier signal with frequency fp i.e., x(t) = cos(2 ft), resulting in the signal x AM (t) TAM (t) = xp (1+ cos(2πfmt)) G(ja) * -20011 -we @ -WO W X(ja) 3 2 2001 Y(jw) -2001 20 -w-Wo W a) Calculate the spectrum of the signals xm, xp and XAM mathematically.

Power System Analysis and Design (MindTap Course List)
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
Chapter13: Transmission Lines: Transient Operation
Section: Chapter Questions
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Let a sinusoidal signal x(t) = cos(2π fmt) with a modulation frequency f equal to 10 Hz. The signal XAM is amplitude modulated (AM) with a modulation depth of 100% by a carrier signal with frequency fp i.e., x(t) = cos(2 ft), resulting in the signal x AM (t) TAM (t) = xp (1+ cos(2πfmt)) G(ja) * -20011 -we @ -WO W X(ja) 3 2 2001 Y(jw) -2001 20 -w-Wo W a) Calculate the spectrum of the signals xm, xp and XAM mathematically.
Transcribed Image Text:Let a sinusoidal signal x(t) = cos(2π fmt) with a modulation frequency f equal to 10 Hz. The signal XAM is amplitude modulated (AM) with a modulation depth of 100% by a carrier signal with frequency fp i.e., x(t) = cos(2 ft), resulting in the signal x AM (t) TAM (t) = xp (1+ cos(2πfmt)) G(ja) * -20011 -we @ -WO W X(ja) 3 2 2001 Y(jw) -2001 20 -w-Wo W a) Calculate the spectrum of the signals xm, xp and XAM mathematically.
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