Question: A finite-length discrete signal r[n] is given as t[n]d[n-2] + [n 4] + 8[n 6] +6[n 8] + [n - 10]. (a) Find the
A finite-length discrete signal r[n] is given as t[n]d[n-2] + [n 4] + 8[n 6] +6[n 8] + [n - 10]. (a) Find the phase of X(e), which is the Fourier tranform of r[n]. (b) Define Y(e) = w X* (ew), where X*(e) is the complex conjugate of X(e). Compute and sketch the inverse Fourier transform of Y(e).
Step by Step Solution
3.33 Rating (153 Votes )
There are 3 Steps involved in it
To find the phase of the Fourier transform of the given discrete signal zn we need to compute the Fo... View full answer
Get step-by-step solutions from verified subject matter experts
