5- Transform the following differential equation to Bessel's differential equation: y"(x) + (e2x -) y(x) = 0 And show that it's solution is: y(x) = J1(e*)

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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5-
Transform the following differential equation to Bessel's differential
equation:
y"x) + (e2x -) y(x) = 0
y"(x) + (e2x
And show that it's solution is:
y(x) = J1(e*)
Transcribed Image Text:5- Transform the following differential equation to Bessel's differential equation: y"x) + (e2x -) y(x) = 0 y"(x) + (e2x And show that it's solution is: y(x) = J1(e*)
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