If X(s) =(s-2)(s+4s+2)find L(t-1)1Select one:(s-3)O a. Lr(t – 1)] = e -((s-1)+4(s 1)+2)O b. L(r(t – 1)] =(s 3)((s 1) +4(s 1)+2)O c. L[r(t – 1)] =(s 3)((= 1)° 1 4(s 1)12)O d. Lr(t - 1)1 – e * -(s 2)(s²14s 2)O e. Lz(t1)) = e -(s 2)(s2:4s12)e here to search

Laplace of the x(t) is given Find the laplace of the x(t-1)

If X(8) = (3-2) (s2+4s+2) find Lz(t – 1)] Select one: O a. L(t - 1)] = e . (s-3) (s-1)+4(s-1)+2) O b. Lr(t- 1)]= - (s-3) ((s-1)+4(s-1)+2) Oc.Lr(t- 1)] = (s 3) ((s 1) 1 4(s-1) +2) H O d. Lr(t - 1)I – e *. (6 2) (s2 +4s 2) O e. Lz(t - 1)]- e- (s 2) (s2+4s+2)

If X(8) = (3-2) (s2+4s+2) find Lz(t – 1)] Select one: O a. L(t - 1)] = e . (s-3) (s-1)+4(s-1)+2) O b. Lr(t- 1)]= - (s-3) ((s-1)+4(s-1)+2) Oc.Lr(t- 1)] = (s 3) ((s 1) 1 4(s-1) +2) H O d. Lr(t - 1)I – e *. (6 2) (s2 +4s 2) O e. Lz(t - 1)]- e- (s 2) (s2+4s+2)

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Question

If X(s) =
(s-2)
(s+4s+2)
find L(t-1)1
Select one:
(s-3)
O a. Lr(t – 1)] = e -
((s-1)+4(s 1)+2)
O b. L(r(t – 1)] =
(s 3)
((s 1) +4(s 1)+2)
O c. L[r(t – 1)] =
(s 3)
((= 1)° 1 4(s 1)12)
O d. Lr(t - 1)1 – e * -
(s 2)
(s²14s 2)
O e. Lz(t
1)) = e -
(s 2)
(s2:4s12)
e here to search

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