(a) Consider a system with impulse response given by h(t) = 3 x {u(t) – u(t – 2)}. An input signal x(t) = -2 x {u(t) – u(t – 3)} is applied to the system to produce the output y(t). (i) Sketch the waveforms of x(t) and h(t), respectively. (ii) Determine the system properties in terms of memory, causality and stability. (iii) Sketch the waveform of the output signal y(t).

Q: Jetermine the output signal y(t) for the given system such that the input signal x(t) and the…

A: So first we will use convolution to find the output of the system.

Q: You are given an impulse/ Dirac function as follows: 8 (1) = 0.5 u(t) for 0st s 5 a) Determine: b,…

A: "Since you have asked more than questions, I will answer only first question as per Bartleby…

Q: 4) A system has a zero-input response as shown in the figure below. What were the eigenvalue(s) of…

A:

Q: thank you!!

A: Step 1:

Q: Determine the output signal y(t) for the given system such that the input signal x(t) and the…

A:

Q: 4) Sketch the following signals a) w(t) = u(t) — u(t − 1) where u(t) is the unit step function. b)…

A:

Q: Determine the output signal y(t) for the given system such that the input signal x(t) and the…

A:

Q: Consider the signal x(t) = sinc(4t+2). (a) Assuming that the unit of time (b) Find a numerical value…

A: As per Bartleby guideline we need to answer the first three questions only. Kindly repost the rest…

Q: 4

A: The spherical shell having radius R and thickness t is shown below. The potential is related to the…