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The voltage function for an electrical circuit is given as V(x) = -1≤x≤0 (2-x) 0≤x≤1 TE a) Find the half range Fourier cosine series. b) Compute the value of first harmonics of the signal.

The voltage function for an electrical circuit is given as V(x) = -1≤x≤0 (2-x) 0≤x≤1 TE a) Find the half range Fourier cosine series. b) Compute the value of first harmonics of the signal.

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The voltage function for an electrical circuit is given as V(x) = -1≤x≤0 (2-x) 0≤x≤1 TX a) Find the half range Fourier cosine series. b) Compute the value of first harmonics of the signal. c) Check the validity of Parseval's theorem for the given function.
Transcribed Image Text:The voltage function for an electrical circuit is given as V(x) = -1≤x≤0 (2-x) 0≤x≤1 TX a) Find the half range Fourier cosine series. b) Compute the value of first harmonics of the signal. c) Check the validity of Parseval's theorem for the given function.
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