Solve the following differential equation using Laplace transform, d?y -7 + 10y = e2*+20, knowing that when x = 0, y=0 and dx dy dy __ 1 dx %3D %3D dx? 3 then substitute a, b, and c with numerical values in the solution below, 5x e 3 2x e 3 2x y = a+. 3 a= b= C=

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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Solve the following differential equation using Laplace transform,
d?y
-7
+ 10y = e2*+20, knowing that when x = 0, y=0 and
dx
dy
dy __ 1
dx
%3D
%3D
dx?
3
then substitute a, b, and c with numerical values in the solution below,
5x
e
3
2x
e
3
2x
y = a+.
3
a=
b=
C=
Transcribed Image Text:Solve the following differential equation using Laplace transform, d?y -7 + 10y = e2*+20, knowing that when x = 0, y=0 and dx dy dy __ 1 dx %3D %3D dx? 3 then substitute a, b, and c with numerical values in the solution below, 5x e 3 2x e 3 2x y = a+. 3 a= b= C=
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