Let the input

and the impulse response of an FIR filter be

(a) Use the two-dimensional convolution function conv2 to find the output y[m; n].

(b) Is the impulse response separable, i.e., h[m; n] = h₁[m]h₂[n]? If so, determine the onedimensional impulse responses h₁[m], and h₂[n] and use them to verify the above result.

Transcribed Image Text:

бт, п] + 25(m — 1, п] + 36|т — 2, п] + 46(m, п — 1] + 56(т - 1, п — 1] + 66|m - 2, п — 1] гm, п] +76|m, п — 2] + 86(т - 1, п — 2] + 96m - 2, п — 2] |h m, п] %3D бт, п] + бm — 1, п] — б[т, п — 1]— 6\т — 1, п — 1]