. Consider a causal, linear, and timeinvariant discretetime system having a transfer function of 1 1...
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. Consider a causal, linear, and timeinvariant discretetime system having a transfer function of 1 1 H(z) for 1²>2 and an input signal, {x[n]}, having a Ztransform of X(z) = = 1_ I 2 1 Z1 for z>1. What is the constant coefficient difference equation that describes the system? Using the Unilateral Ztransform and the system difference equation what is the closed form solution for the system output given that y[0]=2? . Consider a causal, linear, and timeinvariant discretetime system having a transfer function of 1 1 H(z) for 1²>2 and an input signal, {x[n]}, having a Ztransform of X(z) = = 1_ I 2 1 Z1 for z>1. What is the constant coefficient difference equation that describes the system? Using the Unilateral Ztransform and the system difference equation what is the closed form solution for the system output given that y[0]=2?
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