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We wish to use the Kaiser window method to design a discrete-time filter with generalized linear phase that meets specifications of the following form:
(a) Determine the minimum length (M + 1) of the impulse response and the value of the Kaiser window parameter β for a filter that meets the preceding specifications.
(b) What is the delay of the filter?
(c) Determine the ideal impulse response hd [n] to which the Kaiser window should be applied
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Given an input signal x[n] whose sample values are given in the table below. Find and plot the first 4 samples of the output that results when this input is applied to the two filters below: (Use n=0, 1, 2,3) A: Filter 1 Equation: y[n] = x[n] - 0.5..
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