Find the Laplace Transform of: f(t) = t sin(t + k) sin k(s?-1)-2s cos k O F(s) = s1+2s2+1 sin k(-s? +1)-2s cos k O F(s) = s1+2s2+1 sin k(s? –1)-2s cos k F(s) = %3D s4-2s2 +1 sin k(-s+1)-2s cos k O F(s) ; 84 -2s2 +1

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Question 11
Find the Laplace Transform of:
f(t) = t sin(t + k)
sin k(s?-1)-2s cos k
O F(s) =
||
s4+2s2+1
sin k(-s?+1)-2s cos k
O F(s) =
s1+2s2 +1
sin k(s? –1)-2s cos k
O F(s)
s4 -2s2 +1
O F(s)
sin k(-s²+1)–2s cos k
s4 -2s2+1
Transcribed Image Text:Question 11 Find the Laplace Transform of: f(t) = t sin(t + k) sin k(s?-1)-2s cos k O F(s) = || s4+2s2+1 sin k(-s?+1)-2s cos k O F(s) = s1+2s2 +1 sin k(s? –1)-2s cos k O F(s) s4 -2s2 +1 O F(s) sin k(-s²+1)–2s cos k s4 -2s2+1
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