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■ F(s) = se s 2 S +25

■ F(s) = se s 2 S +25

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
Determine the inverse Laplace transform of the given function. Problem h
c) F(s) = e) F(s) = s+1 S²-2s+2 7 2 S² + 6s i) F(s)=- 5e-2s g) F(s) = - e-³s (s+5) S² +8s+10 k) F(s)=Ln S+2 S-3 (UL d) F(s)=- f) F(s) = 2s s² + 4s+5 h) F(s) = j) F(s) = 2s s²-10s+24 se 2 S² +25 es(s+3) s²-6s+13 1) F(s) = ln 25-3) 2S-1
Transcribed Image Text:c) F(s) = e) F(s) = s+1 S²-2s+2 7 2 S² + 6s i) F(s)=- 5e-2s g) F(s) = - e-³s (s+5) S² +8s+10 k) F(s)=Ln S+2 S-3 (UL d) F(s)=- f) F(s) = 2s s² + 4s+5 h) F(s) = j) F(s) = 2s s²-10s+24 se 2 S² +25 es(s+3) s²-6s+13 1) F(s) = ln 25-3) 2S-1
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