-1. Given G(s) = (s + 2)/(s + 4s + 3) and T = 1 s,...

 

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-1. Given G(s) = (s + 2)/(s² + 4s + 3) and T = 1 s, find the (a) standard z-transform; (b) bilinear z-transform; (c) matched z-transform. -2. Given G(s) = [(s + 1)(s + 20)]/[(s + 2)(s + 10)], find an equivalent D(z) using: (a) s = 1-z-¹ T (c) s = -² (1-²) (e) s + a⇒1-z-¹e-ar =2-14 T (b) s = (d) s = e -1. Given G(s) = (s + 2)/(s² + 4s + 3) and T = 1 s, find the (a) standard z-transform; (b) bilinear z-transform; (c) matched z-transform. -2. Given G(s) = [(s + 1)(s + 20)]/[(s + 2)(s + 10)], find an equivalent D(z) using: (a) s = 1-z-¹ T (c) s = -² (1-²) (e) s + a⇒1-z-¹e-ar =2-14 T (b) s = (d) s = e

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Now substitute We get Gs s 2 s 4s 3 s2 s 1 ... View the full answer