Answer the following question:Assume that a signal m(t)m(t) is FM modulated, and resulting received signal(input of the receiver) is the following waveform:s(t)=cos[2rft-1/2t100 K.cos(2rfmt)]a. Find m(t)m(t)b. Plot |M(f)||M(f)|, and find the energy of m(t)(fm=100HZ)m(t)(fm=100HZ)c. Find the bandwidth of the FM signal (fm=100HZ,KF1000)(fm=D100HZ,Kf=1000)

Given S(t)=cos[2πfct -1/2π100Kfcos(2πfmt)]

Answer the following question: Assume that a signal m(t)m(t) is FM modulated, and resulting received signal input of the receiver) is the following waveform: s(t)=cos[2nft-1/2r100 K.cos(2nft)] a. Find m(t)m(t) b. Plot |M(f)||M(f)), and find the energy of m(t)(fm=100HZ)m(t)(fm=100HZ) Find the bandwidth of the EM signal (fm=100HZ.Ke1000)(fm=100HZ Kf=1000).

Answer the following question: Assume that a signal m(t)m(t) is FM modulated, and resulting received signal input of the receiver) is the following waveform: s(t)=cos[2nft-1/2r100 K.cos(2nft)] a. Find m(t)m(t) b. Plot |M(f)||M(f)), and find the energy of m(t)(fm=100HZ)m(t)(fm=100HZ) Find the bandwidth of the EM signal (fm=100HZ.Ke1000)(fm=100HZ Kf=1000).

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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