Consider the system shown below.u(1)y()z(1)Square-lawdeviceBPFAn FM signal u(1) = 5 cos(2r10°t +sin 20000zt) is input to a square-law devicedefined by y(1)= 2u*(t). The center frequency of the bandpass filter is 2,03MHZfe=2.05MH2w -10KH2Determine the output z(t), its power and sketch its magnitudeand the bandwidth is 10KHZ.Find the effective bandwidth of the modulated signal u(t).spectrum.A= 0.1B= 0.28-0.5B-5B 8B = 100.9970.0500.0010.9900.1000.0050.9380.2420.0310.7650.4400.1150.0200.2240.5770.353-0.178-0.3280.0470.1720.235-0.11312.-0.2460.0430.2553.0.1290.0340.0070.0010.365-0.291-0.1050.1860.3380.3210.2230.1260.0610.0260.0100.0030.0010.0584.0.0020.3910.261-0.220-0.234-0.0140.1310.0530.0180.0060.2170.3180.2920.2070.1230.0630.0290.0120.0040.001101210.0011213141516

Given input is And Effective Band width of modulated signal is Compare given modulated signal…

Consider the system shown below. z(1) Square-law device BPF signal u(1) = 5 cos(2r10°t+sin 20000zt) is input to a square-law device by y(1) = 2u (1). The center frequency of the bandpass filter is 2.03MHZ foo2.05MH2 %3D bandwidth is 10KHZ. Find the effective bandwidth of the modulated signal u(t). Determine the output z(t), its power and sketch its magnitude ctrum

Consider the system shown below. z(1) Square-law device BPF signal u(1) = 5 cos(2r10°t+sin 20000zt) is input to a square-law device by y(1) = 2u (1). The center frequency of the bandpass filter is 2.03MHZ foo2.05MH2 %3D bandwidth is 10KHZ. Find the effective bandwidth of the modulated signal u(t). Determine the output z(t), its power and sketch its magnitude ctrum

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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