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Consider a continuous time periodic signal x(t) with fundamental period 8 and Fourier series coefficients a1 = a_1 = j, a5 = a_5 = 2 If the signal is real valued and other Fourier series coefficients are zero, express the signal in the following form x(t) = Ag cos(Wkt + ØR) %3D k=0

Consider a continuous time periodic signal x(t) with fundamental period 8 and Fourier series coefficients a1 = a_1 = j, a5 = a_5 = 2 If the signal is real valued and other Fourier series coefficients are zero, express the signal in the following form x(t) = Ag cos(Wkt + ØR) %3D k=0

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1) Consider a continuous time periodic signal x(t) with fundamental period 8 and Fourier series coefficients a1 = a"1 = j, a5 = a_5 = 2 If the signal is real valued and other Fourier series coefficients are zero, express the signal in the following form x(t) = > Ax cos(Wrt + Ør) k=0
Transcribed Image Text:1) Consider a continuous time periodic signal x(t) with fundamental period 8 and Fourier series coefficients a1 = a"1 = j, a5 = a_5 = 2 If the signal is real valued and other Fourier series coefficients are zero, express the signal in the following form x(t) = > Ax cos(Wrt + Ør) k=0
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