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An LTI system, with an input g(t) and an output y(t), is represented with the following state and output matrices. Assuming a

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5c/ 2. 0 :: [] 77] : + [2] 2. the System function 7 Transfer cg) a { (sie). s + 0 C R(s) - 2 B ], [] - [2 -1 -11] 0 (3.7-A)v s 72.5+1 C [esmi 2-(5+2)] 631-678 [2001 - 31.1 | 251-50] = {(1-3) 8425+1 - (1-3) - - c (ST-A): B 5+25+1 1 I - 35 2 + (SI-A)(08) c(t) ht r(t)- ess = to c(s) 169[:- R(S) ir S. R(5) اذی V 254573 I s.(sil 5+2 5+: ess SO -2. 사 [1-3] ri ess of ess so to

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