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(a) Find the system type. (b) Find the steady-state response for a unit-step input, without finding C(z). (c) Find the approximate time for the system to reach steady state.

(a) Find the system type. (b) Find the steady-state response for a unit-step input, without finding C(z). (c) Find the approximate time for the system to reach steady state.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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6.5-2. Consider the system of Fig. P6.5-2. The digital filter is described by m(kT) = e(kT) 1.9e[(k-1)7] + m[(k-1)7] (a) Find the system type. (b) Find the steady-state response for a unit-step input, without finding C(z). (c) Find the approximate time for the system to reach steady state. (d) Find the unit-step response for the system and verify parts (b) and (c). R(s) T= Is FIGURE PS.5-2 System for Problem 6.5-2. D(2) M(s) Go(s) 1 $+2 C(s)
Transcribed Image Text:6.5-2. Consider the system of Fig. P6.5-2. The digital filter is described by m(kT) = e(kT) 1.9e[(k-1)7] + m[(k-1)7] (a) Find the system type. (b) Find the steady-state response for a unit-step input, without finding C(z). (c) Find the approximate time for the system to reach steady state. (d) Find the unit-step response for the system and verify parts (b) and (c). R(s) T= Is FIGURE PS.5-2 System for Problem 6.5-2. D(2) M(s) Go(s) 1 $+2 C(s)
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