The input z[n] = 2 (u[n] - 3u[n-1]) to an unknown LSI system produces output y[n]...
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The input z[n] = 2" (u[n] - 3u[n-1]) to an unknown LSI system produces output y[n] = (32")u[n]. Determine the unit pulse response h[n] assuming the system is causal. Is the system BIBO stable? The input z[n] = 2" (u[n] - 3u[n-1]) to an unknown LSI system produces output y[n] = (32")u[n]. Determine the unit pulse response h[n] assuming the system is causal. Is the system BIBO stable? The input z[n] = 2" (u[n] - 3u[n-1]) to an unknown LSI system produces output y[n] = (32")u[n]. Determine the unit pulse response h[n] assuming the system is causal. Is the system BIBO stable? The input z[n] = 2" (u[n] - 3u[n-1]) to an unknown LSI system produces output y[n] = (32")u[n]. Determine the unit pulse response h[n] assuming the system is causal. Is the system BIBO stable?
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Answer The input is an 2un 3un1 and the output is yn 3n 2nun Well use these expressions to find the ... View the full answer
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