3.5. Let x1(t) be a continuous-time periodic signal with fundamental frequency wj and Fourier coefficients a. Given that x2(t) = x1(1 – t) + x1(t – 1), %3D how is the fundamental frequency w2 of x2(t) related to w1? Also, find a relationship between the Fourier series coefficients br of x2(t) and the coefficients ak. use the properties listed in Table 3.1. You may

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Fourier coefficients a. Given that
3.5. Let x1(t) be a continuous-time periodic signal with fundamental frequency wj and
x2(t) = x1(1 – t) + x1(t – 1),
%3D
how is the fundamental frequency w2 of x2(t) related to w ? Also, find a relationship
between the Fourier series coefficients by of x2(t) and the coefficients
use the properties listed in Table 3.1.
ak.
You may
Transcribed Image Text:Fourier coefficients a. Given that 3.5. Let x1(t) be a continuous-time periodic signal with fundamental frequency wj and x2(t) = x1(1 – t) + x1(t – 1), %3D how is the fundamental frequency w2 of x2(t) related to w ? Also, find a relationship between the Fourier series coefficients by of x2(t) and the coefficients use the properties listed in Table 3.1. ak. You may
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