Find the Fourier series of the function shown in Figure below. Where f(x) = x+n if -n
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- Please explain properly.Find the trigonometric the interval (-1, 1). -21 -TT Fourier of the triangular waveform shown over x(t) FIN -T/2 T 2 400 Answer: x(t) ==E=1/cos nt n odd T 7 -nPlease answer with type please if possible..1. Consider the periodic function .x(t) plotted in Figure 1 E -27₁ LES Figure 1: x(t) (a) Compute the Fourier series representation of x(t). 1+2)+1). A new signal is defined as ( 1 ( - (b) Sketch the waveform of y(t) and find its Fourier series coefficients, by, in terms of the Fourier series coefficients,4, of xft).I need the answer as soon as possibleHW 2: Find the trigonometric Fourier of symmetric square wave show x(t) -T/2 T/2 -1Example Find The Faurier coefficients of the Winky Periodic function whose definition in one Period is -к го f(x) = [K 0Given a periodic signal x(t) with period T= 2 and Fourier series coefficients ak. Let y(t) = x(-t) with Fourier series coefficients bk, Select one: O a. O b. O c. bk = a-k bk = ak/2 bk = O d. bk = 2ak akFind the steady-state output voltage, of the circuit in Figure (a), when the input current has the waveform shown in Figure (b). With R = 1 and C = 1F. Solve by Fourier i(t) 43 (a) vo(1) i(t) 를 . 60 (b) 中Fourier Transform n F(u) = f(x). e -j2tux حفظ .dx B f(x) Consider the function Shown above. Find it's fourier transform. @ Find it's Favier Spectrum. (33) Deow the fourier spectrumHW 1: Find the trigonometric Fourier of the triangular waveform shown over the interval (-Tt, T1). x(t) -2n 2 Answer: x(t) ==n 1 n=1 n2 п оdd COs nt - TPlease help me, thank youRecommended textbooks for youIntroductory Circuit Analysis (13th Edition)Electrical EngineeringISBN:9780133923605Author:Robert L. BoylestadPublisher:PEARSON
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