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QUESTION
(a) Define z-transform of sequence x[n].
(b) A causal LTI system has impulse response h[n], for which the z-transform is
H(z) = (1+z-1)/(1-1/2z-1)(1+1/4z-1)
(i) What is the Region of Convergence of H(z)? Plot the poles and zeros in the z-plane.
(ii) Find the impulse response h[n] of the system.
(c) A causal LTI system has impulse response h[n] by:
h[n] = [(0.3)n+(-0.5)n] u[n]
(i) Find the z-transform of h[n].
(ii) Plot the poles and zeros in the z-plane and the shade the Region of convergence.
IP provide connectionless service to upper layer IP protocol is very simple could not guarantee the reliability of transportations IP protocol is Point to Point IP provide the unif
For which X,Y in {o, O, Theta, Omega, omega}, do the relationships t(n)+t''(n) = X(min(t(n),t''(n))) and t(n)+t''(n) = Y(max(t(n),t''(n))) hold for all t,t'' such that t(n),t''(n)
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2*aC=
what is operator and operator associatively
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