2.33. Consider a system whose input x(t) and output y(t) satisfy the first-order differentialequationdy(t)dt+2y(t)= x(t).(P2.33-1) Problem 1 (3 pts each). Consider the CT system defined in textbook page 146, problem 2.33,i.e., Eq. (P2.33-1).(a) Determine the impulse response function h(t) of the system, and calculate the value ofh(t) at t=0.01 (Q1), t=1 (Q2), and t=3, (Q3).(b) Determine the system output y(t) if the input signal is x(t) = e−2tu(t), and calculate thevalue of y(t) at t=0.01 (Q4), t=1 (Q5), and t=3, (Q6).(c) Determine the system output y(t) if the input signal is x(t) = etu(t), and calculate thevalue of y(t) at t=0.01 (Q7), t=1 (Q8), and t=3, (Q9).(d) Is the system memoryless? (Q10)(e) Is the system invertible? (Q11)(f) Is the system causal? (Q12)(g) Is the system stable? (Q13)(h) Is the system time-invariant? (Q14)(i) Is the system linear? (Q15)

Step 1: an answer Step 2: b answer Step 3: remaining above Step 4: submited

Answered: 2.33. Consider a system whose input…

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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Analogue 2
Please Answer all my Question .. Please help me , I don't want plagiarism.
ii. G(s) = 29 s²+6s+58 a) Find the location of the poles, natural frequency and damping ratio values...... b) Determine the forms and write the general expression for the unit step response. c) Find Css (steady state value) and Peak value:.... d) Revise each transfer function to produce unit step response double approximately two tim slower.....
b) Figure Q3(a) shows a simplified waveform generator. i) Name the op-amp configuration. ii) If the input voltage, v (t) is a square wave, draw the expected output voltage, vo(t), v,(1) Vo(s) Vs(s) R₁ VsowW R c) Based on the circuit shown in Figure Q3(b), produce an equation expressing the transfer function H(s) = in terms of R₁, R2, R3 and C₁. C₁ R₂ A V₂0 Figure Q3(a) R₁ C R₂ R₁ Figure Q3(b) d) Figure Q3(c) is a model of an op-amp stage with the following characteristics: input bias current, IB = 0.5 µA, input offset current, Iio = 0.5 µA and input offset voltage, Vio = 10 mV. Consider the resistances R₁ = 10 kQ2 and R₂ = 200 kn, i) calculate the output offset voltage Vos(Vio). ii) calculate the output offset voltage Vos (¹) iii) compute the overall worst-case output offset voltage. R₂ -ovo(1) R₂ Figure Q3(c) Vo
subject: control system
(ВЕКС 2433) QUESTION 2 Most of the circuit are performed using the linear and time-invariant properties. Due to these properties, it can be simplified as a linear-time invariant (LTI) system. The LTI system is performed using a convolution operation that comprises an input signal, an output signal and impulse response as shown in Figure Q2. From the figure, the system is represented as impulse response, h(t). The input signal, x(t) is given to the system to produce the output signal, y(t). Answer all the question below: x (t) y(t) h(t) Figure Q2 (a) Given an impulse response, h(t) as shown in Figure Q2(a) and an input signal, x(t) as expressed in equation (2), use the convolution operation to analyze the output signal, y(t). Sketch the graph of output signal, y(t). x(t) = u(t) – u(t – 1) (2) h(t) 4 Figure Q2(a)
Answer parts d and e only please.
QUESTION 4 Consider a linear circuit having input voltage Vin (t) and a corresponding output voltage Vout (t). Which of the following statements concerning time varying input and output is certainly true: a) When the input is exponential Vin(t) = e³₁t with some value $₁, the output must also be exponential Vout(t) = Aes2t with S₂ and s₁ being different in general. b) When the input is exponential Vin(t) = es₁t with exponential constant S₁, the output must also be exponential Vout (t) = = AeS₁t only if s₁is a real number, while A could be either real or complex number. c) When the input is exponential Vin(t) = es₁t with some exponential constant S₁, the output must also be exponential Vout (t) = AeS₁t, where both s₁ and A can be real or complex numbers d) None of the above a)
In the electrical network given in the Figure, the output voltage is taken over the coil. R = 1k ohm, C = 1μF and L = 1 mH. a)Since the switch is closed at time t = 0, the input and the relationship between output voltages. Determine the differential equation shows. b)Find the transfer function. c)Unit impulse and unit step function type input voltages versus output voltages calculate and change changes according to time. Draw it to scale.
only do part b
a) Design a circuit using 741 op amp IC and 555 timer IC, to generate both Pulse Width and Pulse Position modulated signals. Perform the required calculations to obtain the width of the PPM signal as 200μs. Draw the clear circuit diagram and calculate the values of resistors and capacitors used. b) Simulate the circuit designed in part (a) using appropriate simulation tools(Multisim or Tinkercad) and obtain the output. The answer should include details such as aim, brief procedure, screenshot of simulation circuit along with resultant waveforms and calculations of the practical time-period obtained for PPM output. c) Plot graphs with clear labels and scales for message, carrier and output signal (PWM and PPM). Also discuss your inference and reflection on the results obtained. [Note: Plot graphs on a normal graph paper by hand and attach the scanned copy to the assignment]
The waveforms shown in figure are applied to the inputs at A, and CLK. Sketch the resultant waveforms at Q0, Q1 and z, (assume Q0=Q1=0, show steps, tables etc. to find the solution) CLK Sp Jo CLK A K Fp 1 Rp

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