A discrete time LTI system is described by the difference equation below. 8y[n] – 6y[n – 1] = x[n]. | where x[n] is an input and the corresponding output is y[n]. (a) Determine the homogeneous solution yħ n] (b) Determine the particular solution when x[n] = 4u[n] (c) For y[-2] = 0, and y[-1] = 2, determine the total solution y[n] for n > 0

Q: What are the new equations [similar to Eqs. shown] for τ PHL and τ PLH for VDD = 2.5 V, VTN = 0.6 V,…

A: Given VDD = 2.5 V, VTN = 0.6 V, VTP = -0.6 V

Q: Quiz 1: Linear control system (transfer function) Find the transfer function and the poles of the…

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Q: 2. Graphically represent the following two signals. S,) = 38(k) + 28(k - 1) + 8(k - 2), f;(1) = E(1…

A: In the circuit, The graphically represent the following two signals.  f1(t) and f2 (t)?

Q: 2) Find the even and odd parts of the following signal: x(n) = u(n) 3) Given the sequence x(n) = (6…

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Q: A discrete time LTI system is described by the difference equation below. 8y[n] – 6y[n – 1] = x[n].…

A: Part (a): Consider the discrete-time LTI system, 8yn-6yn-1=xn                           ⋯1 In order…

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A: The discrete-time convolution is given by, fn*gn=∑k=-∞∞fkgn-k The above expression can be also…

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A: We will find out Transfer function then we will find out poles and zeros for given system .

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Q: Also, what range of values of K1 will the system be stable? (__<K1<__) And find the value pf K1…

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A: Below is the clarified and detailed explanation for above tricky question.....if you are ok with my…

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Q: please explain this

A: i am sharini have shared my class pdf pages i hope its helpfull.thank you.