2 L- e3s [(s + 2)4 + 13(s + 2)² + 36] ,-31+6u(t – 2) sin(2t) sin(3t) 3 2e-31+6, u(t – 2) sin(2t-4) sin(3t–6) 10 15 2e-21+6 u(t – 3) sin(2t-6) sin(3t-9) 10 15 2e-21+6. u(t – 3) (sin(2t – 6) – sin(3t – 9)) 30-3t u(4 ?) ||

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 43RE
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Question
L-!
e3s [(s + 2)4 + 13(s + 2)2 + 36]
2
e-31+6 u(t – 2)
( sin(21) – sint30)
sin(3t)
-
2
2e
,-31+6 и(t - 2)
sin(2t-4)
sin(3t-6)
-
10
15
2e-21+6 u(t – 3)
sin(2t–6)
sin(3t-9)
10
15
2e-21+6,
u(t – 3)
(sin(2t – 6) – sin(3t – 9))
-3t
sin(2t)
sin(31))
-
2
3
2e-2' u(t – 3)
sin(2t-6)
sin(3t-9)
2
3
||
Transcribed Image Text:L-! e3s [(s + 2)4 + 13(s + 2)2 + 36] 2 e-31+6 u(t – 2) ( sin(21) – sint30) sin(3t) - 2 2e ,-31+6 и(t - 2) sin(2t-4) sin(3t-6) - 10 15 2e-21+6 u(t – 3) sin(2t–6) sin(3t-9) 10 15 2e-21+6, u(t – 3) (sin(2t – 6) – sin(3t – 9)) -3t sin(2t) sin(31)) - 2 3 2e-2' u(t – 3) sin(2t-6) sin(3t-9) 2 3 ||
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