A second order Infinite Impulse Response (IIR) system is given as: in]-1.12{n-1]+0.64y[n– 2] = x[n]+2x[n-1]+x[n- 2] (i) Obtain the transfer function, H(z) of the system.

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Q: 2. Consider X(2) Y(2) H(2) y[n]-0.4y[n - 1] = -0.8x[n -1] a) Find the transfer function the system,…

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Q: For two systems with impulse responses

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A: Given      Note- For a stable LTI system, it's ROC contains imaginary axis.

Q: Sketch the following signals 1- x(n) =u(n+3) - u(n-5) 2- x(n) = u(n-2) - 2$(n+2) -3$(n-2)

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