Transform: F(s) = 78+2 (8+2)(8-1)(8-2) O f(t)=-e-2t +3e² + 4e²t O f(t)= et + 3e² + 4e2t O f(t)= et + 3e-4e2t O f(t)=e-2-3e² + 4e²t - 4e²t O f(t)=e-2-3e² O f(t)=-e²t-3e² + 4e-2t O f(t)=-e-2-3e² + 4e²t O f(t)=-e-2-3e-4e²t
Transform: F(s) = 78+2 (8+2)(8-1)(8-2) O f(t)=-e-2t +3e² + 4e²t O f(t)= et + 3e² + 4e2t O f(t)= et + 3e-4e2t O f(t)=e-2-3e² + 4e²t - 4e²t O f(t)=e-2-3e² O f(t)=-e²t-3e² + 4e-2t O f(t)=-e-2-3e² + 4e²t O f(t)=-e-2-3e-4e²t
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
LAPLACE TRANSFORM
![Transform:
F(s)
7s+2
= (8+2)(8-1) (8-2)
O f(t) =-e-2t + 3et+ 4e²t
O f(t) = e 2t + 3et + 4e²t
O f(t) = e 2t +3e-4e2t
O f(t)e-2-3et+ 4e²t
O f(t) = e 2t -3et 4e²t
O f(t) =-e²t-3et+4e-2t
f(t)
=-e-2t-3et+ 4e2t
O f(t)=-e-2t - 3et - 4e²t](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F14fadeee-247e-4cdc-bef1-02726b7ee9a6%2Fd6b64cf6-4078-491e-a7bf-5af3ece5f7bb%2Fmhzk6tj_processed.png&w=3840&q=75)
Transcribed Image Text:Transform:
F(s)
7s+2
= (8+2)(8-1) (8-2)
O f(t) =-e-2t + 3et+ 4e²t
O f(t) = e 2t + 3et + 4e²t
O f(t) = e 2t +3e-4e2t
O f(t)e-2-3et+ 4e²t
O f(t) = e 2t -3et 4e²t
O f(t) =-e²t-3et+4e-2t
f(t)
=-e-2t-3et+ 4e2t
O f(t)=-e-2t - 3et - 4e²t
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