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A periodic function f(t) is given: a) Calculate continuous Fourier series approximation of f(t). b) Calculate complex Fourier series representation of f(t). Obtain amplitude and phase at each harmonic. (1 0stST/2 f(t) = lo T/2

A periodic function f(t) is given: a) Calculate continuous Fourier series approximation of f(t). b) Calculate complex Fourier series representation of f(t). Obtain amplitude and phase at each harmonic. (1 0stST/2 f(t) = lo T/2

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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A periodic function f(t) is given: a) Calculate continuous Fourier series approximation of f(t). b) Calculate complex Fourier series representation of f(t). Obtain amplitude and phase at each harmonic. 1 0st<T/2 f (t) = f(t) = f(t+nT) T/2<t<T' 1 -2T -1T 1T 2T Hint: arctan(-00 o - RON (1)4
Transcribed Image Text:A periodic function f(t) is given: a) Calculate continuous Fourier series approximation of f(t). b) Calculate complex Fourier series representation of f(t). Obtain amplitude and phase at each harmonic. 1 0st<T/2 f (t) = f(t) = f(t+nT) T/2<t<T' 1 -2T -1T 1T 2T Hint: arctan(-00 o - RON (1)4
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