Determine the impulse response andzero-state step response of the systemdescribed below for y(-1) = 1, y(-2) = -1-1x(п)y(n)0.50.1250.6-0.34++

We need to determine the impulse and zero-state step response of the system described in the given…

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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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5- Find the input x(n) that will produce a response, y(n) = 6(n), for a system described by the LCCDE y(n) y(n-1) = x(n)-x(n − 2)
3. Two discrete-time LTI systems, whose impulse responses are h (n) and h(n), are cascade connected as in the figure (below right). a. Find w(n) for x(n)=8(n)-0.58(n-1). b. Find the response y(n) to the input x(n)={n)-0.58(n-1). c. Find the overall impulse response of the cascade system. x(n) w(n) (n) h,(n)=0.5u(n) h:(n)=2"u(n) For question 3
Question 1. Given the following feedback system, a. Find the forward transfer function b. What system type is this? c. What is the steady-state error for an input r(t) = 4 t² u(t) R(s) Σ 1.5 Σ 0.2 s 10 s(s+2) C(s)
Find the linear convolution of the two sequences, and write the answer in terms of impulse function. Check the causality, and draw the output. x[n] = n2, -3sns1 h[n] = 35(0)-58(1)+ 105(2) NOTE: The handwritten solution of this question should be scanned, and uploaded to Moodle via the submission link.
) Consider the causal discrete-time LSI system with difference equation: y[n] = 0.5y[n – 1]+x[n] + 2x[n – 1] What is the impulse response of the system? Explain your reason.
Please help me, I want to solve this question without quoting or plagiarism, I hope that the solution is in Ms word and not in handwriting.
Length of the linear convolution output y[n] is 100 and length of the impulse response h[n] is 70. Then the length of the input sequence x[n] assuming that the length of linear convolution output is reduced by 50% is.
The signals x(n) and y(n) shown in figure are the input and corresponding output ofan LTI system.- Find the response of the system to the sequence x2(n) shown in the figure.- Find the impulse response of the LTI system.
Q3)a)For a LTI system the input output relation is given by y(r e "-1)x(7 – 2)dr. Find the impulse response of the system b) For the system in (a) find and draw the output if x(t) is as below
Q2)a)Given x(t) and the impulse h1(t) as below find and draw y(t) h1(t X(t 1 1 1 -1 b)for the same system in a if the impulse response of the system is given as h(t) = > h1(t – 2m) m=-00 For the same input find and draw y(t) c)find the total energy and power of the following signal X(t) 1 -5 -4 4
Find the value of K to yield a static error constant of 10,000.
The causal, LTI system described by y(n) – 0. 5y(n –1) = Bx(n- 1) - x(n- 2). The B such that the system has a finite impulse response is Answer

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Determine the impulse response and zero-state step response of the system described below for y(-1) = 1, y(-2) = -1 x(n) y(n) + |0.5 -1 0.125 0.6 -0.34