Consider the system shown below. 1. Using the z-transform approach, show that the impulse response, h(n),...
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Consider the system shown below. 1. Using the z-transform approach, show that the impulse response, h(n), of the overall system is given by h(n) = 6(n) – 56(n - 1) - 1) M(n)=0(n-2)-8(n-1) x(n +, hz{n)=| u(n) |2. Determine the difference equation representation of the overall system that relates the output y(n) to the input r(n). 3. Is this system causal? BIBO stable? Explain clearly to receive full credit. 4. Determine the frequency response H(e) of the overall system. 5. Using MATLAB, provide a plot of this frequency response over 0 <w S T. Consider the system shown below. 1. Using the z-transform approach, show that the impulse response, h(n), of the overall system is given by h(n) = 6(n) – 56(n - 1) - 1) M(n)=0(n-2)-8(n-1) x(n +, hz{n)=| u(n) |2. Determine the difference equation representation of the overall system that relates the output y(n) to the input r(n). 3. Is this system causal? BIBO stable? Explain clearly to receive full credit. 4. Determine the frequency response H(e) of the overall system. 5. Using MATLAB, provide a plot of this frequency response over 0 <w S T.
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Related Book For
Digital Signal Processing
ISBN: ?978-0133737622
3rd Edition
Authors: Jonh G. Proakis, Dimitris G.Manolakis
Posted Date:
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