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76. A continuous-time signal x has Laplace transform X(s) = In each case, find the LT of v: (a) v(t) = x(3t-4)u(3t - 4)

Posted: Thu Jun 02, 2022 9:04 am
by answerhappygod
76 A Continuous Time Signal X Has Laplace Transform X S In Each Case Find The Lt Of V A V T X 3t 4 U 3t 4 1
76 A Continuous Time Signal X Has Laplace Transform X S In Each Case Find The Lt Of V A V T X 3t 4 U 3t 4 1 (18.3 KiB) Viewed 29 times
Here is the answer. Could you please show the whole process
76 A Continuous Time Signal X Has Laplace Transform X S In Each Case Find The Lt Of V A V T X 3t 4 U 3t 4 2
76 A Continuous Time Signal X Has Laplace Transform X S In Each Case Find The Lt Of V A V T X 3t 4 U 3t 4 2 (16.42 KiB) Viewed 29 times
76. A continuous-time signal x has Laplace transform X(s) = In each case, find the LT of v: (a) v(t) = x(3t-4)u(3t - 4) (b) v(t) = tx(t) d²x (c) v(t) = 2, assuming x(0¯) = 1, x(0¯) = -4. (d) v(t) = x(t) sin(2t) s+1 s²+5s +7
76. (a) V (s) (c) V (s): = (s+3)e-4s/3 s² + 15s +63 13s + 28 s² +5s +7 s²+2s-2 (b) V (s) (s² +5s+7)² 2s² +45 +4 = s4 +10s3 +47s² + 110s + 109 (d) V (s) =