Can you solve option d and e please 3) Consider a casual LTI system S whose input x[n] and output y[n] related by the differenceequation2y[n] — у[п — 1] + у[n — 3] %3D х [п] — 5x[п — 4].a) Verify that S may be considered a cascade connection of two casual LTI systems S, and S2with the following input-output relationship:S:2y1[n] = x1[n] – 5x1[n – 4],S2: Yaln] = }y2[n – 1] –ln – 3] + xz[n].Draw a block diagram representation of S1.Draw a block diagram representation of S2.d) Draw a block diagram representation of S as a cascade connection of the block diagramrepresentation of S, followed by the block diagram representation of S2.Draw a block diagram representation of S as a cascade connection of the block diagramb)c)e)representation of S2 followed by the block diagram representation of S1.

Step1: In this question we have to draw the block diagram for the option (d) and option (e). Where…

d) Draw a block diagram representation of S as a cascade connection of the block diagram representation of S, followed by the block diagram representation of S2. Draw a block diagram representation of S as a cascade connection of the block diagram representation of S2 followed by the block diagram representation of S1.

d) Draw a block diagram representation of S as a cascade connection of the block diagram representation of S, followed by the block diagram representation of S2. Draw a block diagram representation of S as a cascade connection of the block diagram representation of S2 followed by the block diagram representation of S1.

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...

See similar textbooks

Similar questions

A noiseless channel of bandwidth B=50 kHz. Determine: (a) The value of M for transmitting the QAM symbols in 800 kbps bit rate. (b) Determine the bandwidth efficiency for step (a). Discuss the result.
The channel capacity of a telephone line noiseless channel is 100 kbps with bandwidth (B-3 kHz). Find the following: --The value of M of the M-ary digital modulator -The new value of M that is needed to double the channel capacity. -The value of S/N ratio if the telephone line is considered as noisy channel.
Consider a stable LTI system with input x(n) and output y(n). The zero-pole pattern of y(n)consists of a double zero at the origin of the z-plane and the poles 3 ± 3j. The zero-pole pattern ofx(n) consists of a double zero at the origin of the z-plane. Find the system function and the systemimpulse response.
4.27 Consider a baseband M-ary system using M discrete a mplitude levels. The receiver mofiﬂl is as shown in Figure P4.27, the operation of which is governed by the following assumptions: Problems 305 (a) The signal component in the received wave is x £ m(t) = ; a, smc(T n) where 1/T is the signaling rate in bauds. (b) The amplitude levels are a, = *A/2, +34/2, ..., =(M — 1)A/2 if M is even, and 4, =0, *4,...,=(M— 1)A/2if Mis odd, * (c) The M levels ate equiprobable, and the symbols tranismitted in adjacent time slots are statistically independent. (d) The channel noise w(t) is white and Gaussian with zero mean and power spectral density No/2. () The low-pass filter is ideal with bandwidth B = 1/2T. (f) The threshold levels used in the decision device are 0, A4, ..., (M — 2)A/2 if M is even, and *4/2, *3A/2, ..., (M — 2)A/2 if M is odd. The average probability of symbol error in this system is defined by where o is the standard deviation of the noise at the input of the decision…
1-v(t) = 8cos(2π x160t)+ 4cos(2π x640t) A- Calculate the Nyquist rate for this signal? B- If v(t) is sampled at a rate Ts = 0.001 s what is the resulting discrete time signal v(n)? 2- repeat the Q2 for above v(t) 3- assuming that a3 bit ADC channel accepts analog input 0 to 5 volts, determine A- the no. of quantization levels B- the step size of the quantize C- the quantize level when the analog voltage is 3.2 v D- the binary code produced by the ADC
An analog telephone line has an SNR of 45 dB and passes audio frequencies over the range of 300 to 3,200 Hz. A modem is to be designed to transmit and receive data simultaneously (i.e., full duplex) over this line without errors. If the frequency range 300 to 1,200 Hz is used for the transmitted signal while the frequency range 1,500 to 3,200 Hz is used for the signal being simultaneously received, computethemaximum capacity of the channel duringtransmission and reception?
Given Kp=50uA/V2, VTP=-1V,VSG=0V, VSD=5V, compute ID?
A digital data will be transmitted over an analog transmission medium that has amaximum bandwidth of 1.4MHz with SNR=26.2 dB.a) What is the maximum data speed that can be achieved in this system?b) If you consider only the white noise, what is the minimum signal power required withinthis transmission system?c) How many signaling levels should be used to reach to the data rate that you calculated inpart (a)?
PARTICULAR CONCEPT AND EXAMPLES OF : 1. Random Processes.Linear systems with random inputs. 1.3.1.1.3.1. Responses of linear systems to random signals. 1.3.2.1.3.2. Spectral characteristics of system response. 1.3.3. Process sampling.
Q3: The bit stream 10110100, draw the sequence using following digital data formats : a)Unipolar RZ , b) RZ-AMI ,c)Dicode- RZ , d) Polar NRZ ,e) Bipolar NRZ, f ) Split Phase Manchester . * Note ( that the question relates to communication materials)
Draw the block diagram by designing the multiplexer that provides the function F(W,X,Y,Z)=Σ(2,3,5,10,11,14).
A signal is sampled at 384 000 samples per second. The samples are encoded as 32-bit words a) Knowing that the signal to quantizing noise ratio for a sinewave over the whole dynamic range is SQNR- 2, L being the number of quantizing levels, what is the numerical value of the signal to quantizing noise ratio in dB, i.e. SQN RaB? b) What is the resulting bit rate R,? Question 3: We want to sample s(t) uniformly in time signal to represent it in digital form. What is the maximum time interval Ts between samples such as to be able to perfectly reconstruct the signal? s(t) 10 cos2 ( 4800nt) + 5 sin | 1600nt + Question 2: A signal is sampled at 384 000 samples per second. The samples are encoded as 32-bit words a) Knowing that the signal to quantizing noise ratio for a sinewave over the whole dynamic range is SQNR- 2, L being the number of quantizing levels, what is the numerical value of the signal to quantizing noise ratio in dB, i.e. SQN RaB? b) What is the resulting bit rate R,?…