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(d) X(s) = S(S-1) S4-1 (e) X(s) = (f) X(s) = se-its s²+1 (s+2)²(s+4)

(d) X(s) = S(S-1) S4-1 (e) X(s) = (f) X(s) = se-its s²+1 (s+2)²(s+4)

Introductory Circuit Analysis (13th Edition)
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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Question4 D,E,F please

3. Determine the Laplace transform of each of the following functions by applying the properties of the Laplace transformation. (a) fi(t) = 4te-2¹ u(t) (b) f(t) = 10 cos(12t +60°) u(t) (c) ƒ3(t) = 12e−³(t−4) u(t – 4) (d) f4(t) = 30(e-³t + e³t) u(t) (e) f5(t) = 16e-2t cos 4t u(t) (f) fo(t) = 20te-2t sin 4t u(t) 4. Find x(t) for each of the following Laplace transforms: (a) X(s) (b) X(s) = (c) X(s) = (e) X(s) (f) X(s) = s²+9 4.s s²+4s+3 (d) X(s) = 54-1 s(S-1) se-its s²+1 = 26+2s s(s²+4s+13) 12 (s+2)² (s+4)
Transcribed Image Text:3. Determine the Laplace transform of each of the following functions by applying the properties of the Laplace transformation. (a) fi(t) = 4te-2¹ u(t) (b) f(t) = 10 cos(12t +60°) u(t) (c) ƒ3(t) = 12e−³(t−4) u(t – 4) (d) f4(t) = 30(e-³t + e³t) u(t) (e) f5(t) = 16e-2t cos 4t u(t) (f) fo(t) = 20te-2t sin 4t u(t) 4. Find x(t) for each of the following Laplace transforms: (a) X(s) (b) X(s) = (c) X(s) = (e) X(s) (f) X(s) = s²+9 4.s s²+4s+3 (d) X(s) = 54-1 s(S-1) se-its s²+1 = 26+2s s(s²+4s+13) 12 (s+2)² (s+4)
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