determine the spectral function - Fourier's image - of the function f(t) defined as f(t) = 1 ; t ∈< −1, 1 > f(t) = 0 ; t ∈ (−∞, −1) ∪ (1, ∞)
determine the spectral function - Fourier's image - of the function f(t) defined as f(t) = 1 ; t ∈< −1, 1 > f(t) = 0 ; t ∈ (−∞, −1) ∪ (1, ∞)
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determine the spectral function - Fourier's image - of the function f(t) defined as
f(t) = 1 ; t ∈< −1, 1 >
f(t) = 0 ; t ∈ (−∞, −1) ∪ (1, ∞)
Transcribed Image Text:f (t) = 1, t E< -1, 1 >
f(t) = 0, t e (-00, –1) U (1, 0)
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