Solve the homogeneous differential equation xy' = 2x + y OA y= x(In()xl) + c) OB y=2in()xl) +c Oc.y-x+c ODy- In()xl) +c OE None of the above. OF y=x(2ln(1xl) + c)

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Question 4
Solve the homogeneous differential equation
xy' = 2x + y
OA y= x(in(|x}) + c)
OB y= 2ln()x) + c
Oc.y-x+c
ODy= In()x|) + c
O E. None of the above.
OF y= x(2ln(ix|) + c)
Transcribed Image Text:Question 4 Solve the homogeneous differential equation xy' = 2x + y OA y= x(in(|x}) + c) OB y= 2ln()x) + c Oc.y-x+c ODy= In()x|) + c O E. None of the above. OF y= x(2ln(ix|) + c)
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