3. For the systems described by the equations below, with u(t) as the input and y(t) as the output, determine which of the systems are causal and which are non-causal. (a) y(t)=H(u(t))=u(t-2)+u(2-t2); (b) y(t)=H(u(t))=L u(t) dr; (c) y(t)=H(u(t))=[,u(t) dr. 2t -00
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- 3. (a) Find the characteristic polynomial, characteristic equation, characteristic roots, and characteristic modes of this system. (b) Find y(t) the zero-input component of the response for t >= 0, if the initial conditions are y(0) = 1 and y'(0)= -2 for [(D^2)+4D+8]y(t) = Dx(t)The mathematical models of some continuous time systems are given above. x(t) is the input signal of the system, and y(t) is the output signal of the system. Which of the following systems is linear and which is nonlinear?When the unit step function is applied to the system input whose block diagram is given below, the output response is c(0.2) = 0.11 for t=0.2 s, and c(infinity)=0.333 for t=infinity. What is the settling time of the system? calculate.
- . A continuous-time system is defined by an input-output relation as; y(t) = 3x(t) – 5x(t+1) Determine whether this system has the properties given below. i) Memoryless, ii) Causal, iii) Stable, iv) Linear, v) Time-invariant.When the unit step function is applied to the system input whose block diagram is given below, the output response takes the value c (0.2) = 0.11 fort = 0.2 s and c (infinity) = 0.333 for t = infinity. What is the time constant of the system? calculate.The mathematical models of some continuous time systems are given above. x(t) is the input signal of the system, and y(t) is the output signal of the system. Which of the following systems is linear and which is nonlinear? For linear systems, write "linear" in the space next to the option. For non-linear systems, write "non-linear" in the space next to the option.
- 1) In the circuit shown in Fig. 2, the switch is moved in accordance with the arrow at t = 0, having been in the top position for a long time. Solve for the current i(t), for t > 0 using the Laplacetransform.2) Find a state equation (x_ = Ax + Bu) to describe the network shown in Fig.31)The function L (x, y, z) given the truth table a) Write algebraically in the 1st canonical and 2. canonical expansions separately,b) Write in numerical form in the 1st canonical and 2.canonical expansions form,c) Perform the function with 2x1 MUX as y input is the selection input. 2)Obtain 4x1 MUX by using 2x1 MUX. Write down the table.The mathematical models of some continuous time systems are given above. x(t) is the input signal of the system, and y(t) is the output signal of the system. Which of the following systems has fixed parameters and which has variable parameters?
- The answer of this question on bartleby is of other parts. This is different question. Don't copy that answer. I already have that. I am posting it for the third time. A. Write the state variable equation(s) B. The system equation(s) you obtained in D are (Circle one choice for each statement): Ordinary Differential Equation(s) True False Linear True False Second Order True False Constant Coefficients True Falseplease quickly thanks ! true or false? 1 The system real-time capacity can betemporarily over the Shannon limitThank you in advance, im struggling with thevenins theorem so please break the answer down as much as possible, cheers.