Fast Fourier Transform Explained | Built In

Properties of Discrete Time Fourier Transform video lecture by Prof K.S. Venktesh of IIT Kanpur

SOLVED: Knowing that the normalized sinc function is given by sin(πt)/πt, find the Fourier Transform of the given graphs. Use the sinc function and the properties of the Fourier Transform (Linearity, Time Shifting, Time Scaling) to find it.Linearity: ax(t) by(t) < aX(ω) bY(ω)Time Shifting: x(t - τ) < X(ω)e^(-jωτ)Time Scaling: x(at) < 1/a X(ω/a)

Show that the Fourier transform of a triangular pulse0for t ... | Filo

Show that the convolution of any two normalized sinc functions ... | Filo