x[n] = cos(π/3 n) ;0 ≤n ≤N −1 where N = 6 DFT of x[n] = x[k] Explain the following: For each index k, explain the (possi
Posted: Fri Apr 29, 2022 9:13 am
x[n] = cos(π/3 n) ;0 ≤n ≤N −1 where N = 6
DFT of x[n] = x[k]
Explain the following: For each index k, explain the (possibly
complex) observed value of the
DFT, X[k], in terms of the magnitude and phase of the complex
number (there are 5 such numbers).
DFT of x[n] = x[k]
Explain the following: For each index k, explain the (possibly
complex) observed value of the
DFT, X[k], in terms of the magnitude and phase of the complex
number (there are 5 such numbers).