Question 4 Given a DE y' - y = /2 sin(/2 t), y(0) = 0. If we take Laplace Transform on both sides, then expression for Y(s) will be, 2 Y(s) = (s-1)(s²+2) Y(s) %3D (s- 1)(s?+2) Y(s) s (s? +2) Y(s) %3D ndo None of These

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Question 4
Given a DE y' - y = /2 sin(2 1), y(0) = 0. If we take Laplace Transform on both sides, then expression for Y(s) will be,
Y(s) =
(s- 1)(s²+2)
%3D
Y(s) =
(s-1)(s²+2)
%3D
Y(s) =
%3D
s(s²+2)
2.
Y(s) =
s(s²+2)
None of These
Transcribed Image Text:Question 4 Given a DE y' - y = /2 sin(2 1), y(0) = 0. If we take Laplace Transform on both sides, then expression for Y(s) will be, Y(s) = (s- 1)(s²+2) %3D Y(s) = (s-1)(s²+2) %3D Y(s) = %3D s(s²+2) 2. Y(s) = s(s²+2) None of These
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