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Find the inverse transforms 100 F₁(0) = jo 100 F₂(0) = F3(0) = 500 (jo+100) (jo+500) 500 jo (jo+10)(jo+100) of the following functions: 10,000 F₁(00) jo (jo+100)(jo+1000) F₂(0) = = -10 0² jo (jo+20) (jo+40)

Find the inverse transforms 100 F₁(0) = jo 100 F₂(0) = F3(0) = 500 (jo+100) (jo+500) 500 jo (jo+10)(jo+100) of the following functions: 10,000 F₁(00) jo (jo+100)(jo+1000) F₂(0) = = -10 0² jo (jo+20) (jo+40)

Introductory Circuit Analysis (13th Edition)
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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Find the inverse transforms of the following functions: F₁(0) = 100 jo+100 F₂(0) = F3(0) = 500 (jo+100) (jo+500) 500 jo (jo+10) jo+100) Find the Fourier transforms fi(t) = 2u(t) - 2 f₂(t) = 2 sgn(t) - 2u(t) f3(t) = - sgn(t) - 1 f(t) = 10sin[2(t-5)] f(t) = 3ej4t sgn(t) 10,000 F₁(00) jo (jo+100)(jo+1000) F₂(0) = -10 0² jo (jo+20) (jo+40) of the following waveforms: fi(t) = ¹(e²te-1²t) + 10(e²t+e-2t) f₂(t) = ¹0(sin 5t)
Transcribed Image Text:Find the inverse transforms of the following functions: F₁(0) = 100 jo+100 F₂(0) = F3(0) = 500 (jo+100) (jo+500) 500 jo (jo+10) jo+100) Find the Fourier transforms fi(t) = 2u(t) - 2 f₂(t) = 2 sgn(t) - 2u(t) f3(t) = - sgn(t) - 1 f(t) = 10sin[2(t-5)] f(t) = 3ej4t sgn(t) 10,000 F₁(00) jo (jo+100)(jo+1000) F₂(0) = -10 0² jo (jo+20) (jo+40) of the following waveforms: fi(t) = ¹(e²te-1²t) + 10(e²t+e-2t) f₂(t) = ¹0(sin 5t)
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