12) be L {f(t)} = F(s) By applying the definition of the Laplace transform to the function g(t) = e* f(3t)| %3D It is obtained that L {g(t)} Is: | a) b) F(° | (9 )a (• 3.

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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12)

12) be
L {f(t)} = F(s)
By applying the definition of the Laplace transform to the function
g(t) = e* f(3t)|
%3D
It is obtained that
L {g(t)}
Is:
|
a)
b) F(°
|
(9 )a (•
3.
Transcribed Image Text:12) be L {f(t)} = F(s) By applying the definition of the Laplace transform to the function g(t) = e* f(3t)| %3D It is obtained that L {g(t)} Is: | a) b) F(° | (9 )a (• 3.
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