Consider the initial value problem (*) 'ty" + (2t + 2) y' + (t + 2) y = 0 7 y(1) and y'(1) e = Given that y, (t) = e = 6 - e is solution of the differential

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Consider the initial value problem
(*)
ſty" + (2t+2) y' + (t + 2) y = 0
7
6
y(1)
and y'(1)
e
=
=
y(t)
Your answer should be a function of t.
=
-
Given that y, (t) = e is a solution of the differential
equation, solve the initial value problem (*)
e
Transcribed Image Text:Consider the initial value problem (*) ſty" + (2t+2) y' + (t + 2) y = 0 7 6 y(1) and y'(1) e = = y(t) Your answer should be a function of t. = - Given that y, (t) = e is a solution of the differential equation, solve the initial value problem (*) e
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