Q1-a: A Digital Filter is defined by the difference cquation yln) = 0.99y[n 1] + x[n) The filter s clearly recursive. Determine: 1. The kind of the filter (i e. is it an 1IR or FIR filter) and why? 2. The impulse response h{n]. 3. Isthe filter stable. 4. Would you classify it as Low Pass, Band Pass ... or what? Q1-b: A simple averaging filtr is defined as yinl =3 Gxln = 1)+ - Answer the following: et x[n=N])) 1. Is this filter FIR or lIR filter and why? ° 2. LetN = 4. Determine the transfer function, its zeros and poles. Ql-a: A Digital Filter is defined by the difference equationy[n] = 0.99y[n- 1] + x[n]The filter is clearly recursive. Determine:1. The kind of the filter (i.e. is it an IIR or FIR filter) and why?2. The impulse response h(n].3. Is the filter stable.4. Would you classify it as Low Pass, Band Pass... or what?Q1-b: A simple averaging filter is defined as(IN - u)xyln] =(x[n - 1) + .... . .+ x(n - N))Answer the following:1. Is this filter FIR or IIR filter and why?2. Let N = 4. Determine the transfer function, its zeros and poles.

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Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

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Q1-a: A Digital Filter is defined by the difference cquation yln) = 0.99y[n 1] + x[n) The filter s clearly recursive. Determine: 1. The kind of the filter (i e. is it an 1IR or FIR filter) and why? 2. The impulse response h{n]. 3. Isthe filter stable. 4. Would you classify it as Low Pass, Band Pass ... or what? Q1-b: A simple averaging filtr is defined as yinl =3 Gxln = 1)+ - Answer the following: et x[n=N])) 1. Is this filter FIR or lIR filter and why? ° 2. LetN = 4. Determine the transfer function, its zeros and poles.

Ql-a: A Digital Filter is defined by the difference equation
y[n] = 0.99y[n- 1] + x[n]
The filter is clearly recursive. Determine:
1. The kind of the filter (i.e. is it an IIR or FIR filter) and why?
2. The impulse response h(n].
3. Is the filter stable.
4. Would you classify it as Low Pass, Band Pass... or what?
Q1-b: A simple averaging filter is defined as
(IN - u)x
yln] =(x[n - 1) + .... . .+ x(n - N))
Answer the following:
1. Is this filter FIR or IIR filter and why?
2. Let N = 4. Determine the transfer function, its zeros and poles.

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