-19s + 24 a) L{y(t)} = s2 b) L {y(t)} = 17s+20 s2 -21s + 28 c) L {y(t)} = s2 -15s + 22 d) L {y(t)} = s2

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
Section: Chapter Questions
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If it is known that L {y′′(t)} = - 19s + 24 with y (0) = - 2 and y′ (0) = 4, then it can be ensured that:

the answers are in the first attached image
 
 
 
-19s + 24
a) L{y(t)} =
s2
b) L {y(t)} = 17s+20
s2
-21s + 28
c) L {y(t)} =
s2
-15s + 22
d) L {y(t)} =
s2
Transcribed Image Text:-19s + 24 a) L{y(t)} = s2 b) L {y(t)} = 17s+20 s2 -21s + 28 c) L {y(t)} = s2 -15s + 22 d) L {y(t)} = s2
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