Use the method of reduction of order to find the general of the differential equation t(t +2)y" + (t + 4)y' – y = 0, .where y1(t) =tis a solution of the given equation

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Use the method of reduction of order to find the general of the differential
equation
t(t + 2)y" + (t+ 4)y' – y= 0,
.where y1(t) =tl is a solution of the given equation
y = citl + (t – 2)
y = cit+ c2(t + 2) O
none of the given answers is true
y = ct+ c2(t – 4)
y = ctl+ c2(t + 4)
Transcribed Image Text:Use the method of reduction of order to find the general of the differential equation t(t + 2)y" + (t+ 4)y' – y= 0, .where y1(t) =tl is a solution of the given equation y = citl + (t – 2) y = cit+ c2(t + 2) O none of the given answers is true y = ct+ c2(t – 4) y = ctl+ c2(t + 4)
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