Electrical EngineeringUniversity of Technology-Irag2 year. Math. 4Example: Use complex form, find the Fourier series of the functionSolution:2πTo 2π, wo==-wo 1=Tof(t)e-indtC₁=7#{1+²+2π-171ei⇒C₁=2π -in⇒C₁ =-in2лn-#-71i⇒ C₁ = [(-1)"-1]πηThe complex exponential Fourier series,DOif(t) = [Σ-£-= f(0) = [ [(-1)"-1 lentCentTEN310-811=48H.W.: Find the exponential Fourier series for the following functions.1/(t)=sint↑(1)-1²mm. Ans.m₂AMA2л-2x***44۱۳+eTYDr. Jasim Farhood Hussein-≤I≤0f(0) = (1 OSIST-int dt=>₁=int(-1) e-int dt+ (1) e-int+ eintC

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Electrical Engineering University of Technology-Irag 2 year. Math. 4 Example: Use complex form, find the Fourier series of the function Solution: 2π To= 27, wo= wo 1 To 1 f(t)e-indt [] C₁=7 (-1) e-int dt+ (1) e-int 2π i + C₁₁ 2лn -m i ⇒ C₁₁ = [(-1)"-1] πη i [(-1)"-1 lent TN 1 4 2T -in -in The complex exponential Fourier series, f(t) = - Σ Cent ⇒C₁ TY Dr. Jasim Farhood Hussein (-1 -≤ISO 0≤t≤n int f(t) = 1 + [ (1) the d + e DO = f(0) = [ 31-00 11=-8 H.W.: Find the exponential Fourier series for the following functions. 1/(t) = sint ↑(1) - p² МАЙ M. AMA -2x 49

Electrical Engineering University of Technology-Irag 2 year. Math. 4 Example: Use complex form, find the Fourier series of the function Solution: 2π To= 27, wo= wo 1 To 1 f(t)e-indt [] C₁=7 (-1) e-int dt+ (1) e-int 2π i + C₁₁ 2лn -m i ⇒ C₁₁ = [(-1)"-1] πη i [(-1)"-1 lent TN 1 4 2T -in -in The complex exponential Fourier series, f(t) = - Σ Cent ⇒C₁ TY Dr. Jasim Farhood Hussein (-1 -≤ISO 0≤t≤n int f(t) = 1 + [ (1) the d + e DO = f(0) = [ 31-00 11=-8 H.W.: Find the exponential Fourier series for the following functions. 1/(t) = sint ↑(1) - p² МАЙ M. AMA -2x 49

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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