H(s) =x(t) = sin(2x100t), find the output y(t).is the transfer function of a 2nd order lowpass filter. If R=2500 , C=0,5 μF, L=1 H and input isO a. y(t) 0,74sin(2pi100,00t+(-68,51))O b. y(t)=0,63sin(2pi100,00t + (-82,37))O c. y(t)=0,84sin(2pi100,00t + (-52,79))O d. y(t)= 0,93sin(2pi100,00t + (-35,72))O e. y(t) 0,89sin(2pi100,00t + (-44,38))

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# H(*) —‚.¹ is the transfer function of a 2nd order lowpass filter. If R=25000, C=0,5 µF, L=1 H and input is z(t)= sin(2100), find the output y(t). O a. y(t)=0,74sin(2pi100,00t+(-68,51)) O b. y(t)=0,63sin(2pi100,00t+(-82,37)) O c. y(t)=0,84sin(2pi100,00t+(-52,79)) O d. y(t)= 0,93sin(2pi100,00t+(-35,72)) O e. y(t)= 0,89sin(2pi100,00t+(-44,38))

# H(*) —‚.¹ is the transfer function of a 2nd order lowpass filter. If R=25000, C=0,5 µF, L=1 H and input is z(t)= sin(2100), find the output y(t). O a. y(t)=0,74sin(2pi100,00t+(-68,51)) O b. y(t)=0,63sin(2pi100,00t+(-82,37)) O c. y(t)=0,84sin(2pi100,00t+(-52,79)) O d. y(t)= 0,93sin(2pi100,00t+(-35,72)) O e. y(t)= 0,89sin(2pi100,00t+(-44,38))

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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