Question 4: Find the Fourier transform of the triangular pulse (Fig) 4f) Fig: Triangular pulse f(x) = h(1 - |kx|); f(x) = 0 |x| < 4, |x| > 4 Note: This function provides another delta sequence with h = a and a
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First, let's define the triangular pulse function h(x). It is given by: h(x) = { a(1 - |x|/4) for |x| < 4, 0 for |x| >= 4 } where a is the amplitude of the pulse. Show more…
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