10.9. For the system of P10.3, the input signal is x[n], the output signal is y[n], and the im- pulse response is h[n]. For each of the following cases, find the output y[n]: (a) x[n] = au[n], h[n] = bu[2-n] (where a + b). (b) x[n] = a"u[−n], h[n] = b"u[n] (where a + b). (c) x[n] = u[n]. h[n] = a"(u[n] - u[n-100]). (d) x[n] = u[-2-n]. h[n] = bu[n-1] (where |b| > 1). (e) x[n] = au[n], h[n] = b"u[n-2]. (where a² + b). - (f) x[n] = u[1n], h[n] = (u[n] - u[n-51]).
10.9. For the system of P10.3, the input signal is x[n], the output signal is y[n], and the im- pulse response is h[n]. For each of the following cases, find the output y[n]: (a) x[n] = au[n], h[n] = bu[2-n] (where a + b). (b) x[n] = a"u[−n], h[n] = b"u[n] (where a + b). (c) x[n] = u[n]. h[n] = a"(u[n] - u[n-100]). (d) x[n] = u[-2-n]. h[n] = bu[n-1] (where |b| > 1). (e) x[n] = au[n], h[n] = b"u[n-2]. (where a² + b). - (f) x[n] = u[1n], h[n] = (u[n] - u[n-51]).
Introductory Circuit Analysis (13th Edition)
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Publisher:Robert L. Boylestad
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![10.9. For the system of P10.3, the input signal is x[n], the output signal is y[n], and the im-
pulse response is h[n]. For each of the following cases, find the output y[n]:
(a) x[n] = au[n], h[n] = bu[2-n] (where a + b).
(b) x[n] = a"u[−n], h[n] = b"u[n] (where a + b).
(c) x[n] = u[n]. h[n] = a"(u[n] - u[n-100]).
(d) x[n] = u[-2-n]. h[n] = bu[n-1] (where |b| > 1).
(e) x[n] = au[n], h[n] = b"u[n-2]. (where a² + b).
-
(f) x[n] = u[1n], h[n] = (u[n] - u[n-51]).](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F90a23fbe-129f-4ad0-87e3-bfd0ad399b5e%2F1874125a-c5ec-4c8d-8c12-98ba679fdb55%2F0gbvx9a_processed.jpeg&w=3840&q=75)
Transcribed Image Text:10.9. For the system of P10.3, the input signal is x[n], the output signal is y[n], and the im-
pulse response is h[n]. For each of the following cases, find the output y[n]:
(a) x[n] = au[n], h[n] = bu[2-n] (where a + b).
(b) x[n] = a"u[−n], h[n] = b"u[n] (where a + b).
(c) x[n] = u[n]. h[n] = a"(u[n] - u[n-100]).
(d) x[n] = u[-2-n]. h[n] = bu[n-1] (where |b| > 1).
(e) x[n] = au[n], h[n] = b"u[n-2]. (where a² + b).
-
(f) x[n] = u[1n], h[n] = (u[n] - u[n-51]).
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