Problem 1: Note: Include all your workGiven: System is modeled as 3rd order differential equation.ÿ + 5ÿ + 17ý + 13 = ủ + 5uFind:1) State Space system representation2) Find system Transfer function.3) Using Transfer function and inverse Laplace transform find system Impulse and stepresponse. Plot them using Matlab4) Using Matlab "impulse" and "step" functions find system responses.

State- State of the dynamic system describes the future behavior of a system based on present and…

Answered: Problem 1: Note: Include all your work…

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

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SIGNALS AND SYSTEMS
Question3: Fill the following blanks 1. Z-Transform for x(n) = 4(0.8)" cos(0.1nn)u(n) is 2. Sketch the pole-zero for the 1+z-1 - 2z-2 X(z): 13 1- z-1+z-2 3. A discrete time signal x(n) is shown in figure below x(n)t -2 -1 o 1 2 3 4 Sketch the signal x(n)u(2 – n) 4. The Inverse Z-Transform for X(z) = is (z + 0. 2)(z2 – z + 0.5) 1/2
x[n] is given as shown below. What is the Z transform of x[n] What is the z-transform of the signal x(n)-na"u(n)? a) az (1+az 1)? (az) ! b) (1-(a2) ')? az 1 c) (1-az )2 az d) (1-(az) ')² e) a and c are correct a b O c d. O e
Determine the Total Response when x(n)=4(0.5)nu(n)+3(0.75)nu(n) using the Z-transform, given the system described below and its initial conditions.Then considering the given input, what are the energies of the input and the resulting output of the system?
a) The dynamics of a discrete-time system are determined by the difference equation;8yk+2 –6y+1 +yk=9Determine the response of the system given thaty0=1 and y1=1.5 b) Find the state transition matrix for the digital system given byX (k+1) = [ -1 0] x (k) [ 1 3] c) Obtain Z-transform of (1-e-Ts )/s(1/s+1) d) The z-transform X (z) of a function X (k), is given by;X (z) =z(0.1065z +0.09021)/(z-1)(z2-1.5z+0.6967) Determine an expression for X (k), by finding the inverse z-transform function of X(z)
Please help me understand all parts.
This subject is digital signal processing of ece pls solve neatly and faster thanks
22 Q2 Consider the standard second-order system co G(s) +25+ co² a) Write the Laplace transform of the signal in Figure.1 b) What is the transform of the output if this signal is applied to G(s)? Check the stability of the system if this is feedback system. c) Find the output of the system for the input shown in Figure. 2 u(t) u(t) A 1 2 3 Time (sec) Figure 1 0 Figure 2
Consider a Linear Time-Invariant (LTI) system with input x(n) and output y(n) related by thefollowing difference equation Determine the Z-transform.
Without finding the inverse z-transform, identify which of the z-transforms could be the transform of a causal signal? Clearly state your reason for your answer: (1-z-1)2 (1–0.5z-1) (z-1)² (z-0.5)2 (z-0.25)® (z-0.5)5 (a) (b) (c) (d) (z–0.25)5 (z-0.5)6 need help to knowing which one can be transform of a causal signal.thanks
please solve quickly and clearly -Signal processing topic

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Problem 1: Note: Include all your work Given: System is modeled as 3rd order differential equation. y + 5ỹ + 17ý + 13 = ù + 5u Find: 1) State Space system representation 2) Find system Transfer function. 3) Using Transfer function and inverse Laplace transform find system Impulse