In none of these situationsQUESTION 7The responses of a given system S to two bounded inputs X1[n] and X2[n] are y1[n] and y,[n], respectiveIt is observed that y1[n] is bounded and y2[n] is not bounded.Which of the following statements is the most accurate?We can claim that S is stableWe can claim that S is not stable.O We cannot claim that S is stableWe cannot claim that S is not stableO We cannot claim that S is stable nor unstableQUESTION 8The following sequence X [n]S-4-E1.O O O

(7) To choose the correct statement about the stability of the system S

Answered: QUESTION 7 The responses of a given…

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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Reduce the number of states in the following state table and tabulate the reduced state table. Next State Output Present State x=0 x=1 x=0 x=1 a h g 1 0 b f c 0 1 c h b 0 1 d e a 0 0 e f g 1 0 f h e 0 1 g a d 0 1 h f a…
Remember, binary subtraction is implemented by adding the 2's complement value of the subtrahend. In the following predictions, be sure to negate the subtrahends. Set #1 SUB Set #2 SUB A= 7 B= 2 A= B= S= Cout= Overflow Set #3: SUB A= B= 1 3 S= Cout= -8 4 Overflow A3 B3 S3 A₂ S3 A₁ B₂ B₁ B3 B₂ Ao Bo S₂ S₁ So A3 A₂ A₁ Ao B₁1 Bo S2 S₁ So S= Cout= Overflow Set #4 SUB A= -6 B= -5 S= Cout= Overflow A3 B3 A3 B3 A₂ S3 B₂ A₁ S3 S₂ S₁ So A₂ В1 Ao Bo B₂ В1 A₁ Ao Bo S₂ S₁ So
Complete the design procedure of an asynchronous circuit that has 2 inputs (x1, x2), and I output (Q). Use SR Latch(es) in your design. The following table shows the first step in your design, which has 6 stable states. Stable Inputs output Notes State x1 x2 Q After: f b After: c C 1 After: a,b,d,e d. After: f e 1. After: c f After: a,b,d,e
Design a combinational circuit that has 4-inputs (W,X,Y,Z) and 4-outputs (A,B.C,D). If the decimal of binary input is an even number, the binary output is half the decimal input. If the decimal of binary input is an odd number, the binary output is twice of the decimal input .In both cases the output should be less than 16. (don't care when the output is greater than (15)10).
Q 1. (a) The adder-subtractor circuit given below has the following values for mode input M and data inputs A and B: determine the Output, Overflow and C for each case. MAB 0 001 100 M a b0 000 000 c1 110| 100 FA FA FA FA d1 010 100 1 000 000 e (b) What is race around condition in sequential circuits? How can we avoid it?
): A discrete time linear system has the responses yı[n], y[n] and ys[n] as a result of the applied inputs x,[n], x2[n] and x3[n], respectively. Structures of the mentioned inputs and responses are given in the following figures. Find the response of this system when the input x[n] is applied as an input by utilizing the given figures. X1[n] Y1[n] X2[n] 2. Y2[n] X3[n] Y3[n] 4 X[n]
Consider the following generalized transition graph a aa + b ab b a a. Find an equivalent generalized transition graph with only two states. b. What is the language accepted by this graph?
Figure shows a system with two inputs and two outputs. Derive C(s)/R(s), C1(s)/R2(s), C2(s)/R(s), and C(s)/R(s). (In deriving outputs for R(s), assume that R2(s) is zero, and vice versa.)
QUEST What is a stable system? ANSWERS If every bounded input results in the bounded output If every bounded input results in an unbounded output If every unbounded input results in a bounded output If unbounded input results in bounded as well as unbounded output
Q1-a: An N-sample signal x[n] has the DFT X[K]. Write down expressions for the DFTs of the signals: 1) 3x[n]. 3) 2x[n]+x[n+1]. 2) x[n-2]. 4) x[n] x[n-1].
Design a counter which counts down, with the repeated sequence: (2, 1, 0, 2, 1, 0, …) when the input to the counter circuit is 1. The counter doesn’t count (stays at the same state) when the input is 0. The circuit is to be designed by treating the unused states as don’t care conditions. Fill out state transition table, and draw state diagram and your schematic for the design. Use positive edge D flip flops in your design.
Q2/c: Determine which the following properties are possessed by system defined by the recurrence formula. causality ,linearity , invertibility „stability and time variant y(n)=2y(n- 1)-x(n+2)

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