3.3.2 Show that a. 8[n] + [n 1] = u[n] - u[n - 2] b. (5)«n1==2" sin("T5)«(n−1 2-1 sin c. n(n-1)yu[n] = n(n-1)yu[n - 2]

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answerhappygod
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3.3.2 Show that a. 8[n] + [n 1] = u[n] - u[n - 2] b. (5)«n1==2" sin("T5)«(n−1 2-1 sin c. n(n-1)yu[n] = n(n-1)yu[n - 2]

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3 3 2 Show That A 8 N N 1 U N U N 2 B 5 N1 2 Sin T5 N 1 2 1 Sin C N N 1 Yu N N N 1 Yu N 2 1
3 3 2 Show That A 8 N N 1 U N U N 2 B 5 N1 2 Sin T5 N 1 2 1 Sin C N N 1 Yu N N N 1 Yu N 2 1 (11.12 KiB) Viewed 32 times
3.3.2 Show that a. 8[n] + [n 1] = u[n] - u[n - 2] b. (5)«n1==2" sin("T5)«(n−1 2-1 sin c. n(n-1)yu[n] = n(n-1)yu[n - 2]
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