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Write the linear differential equation x²dy – (2xy + x – 1)dx = 0 in standard form dy + yP(x) = Q(x). %3D dx (1) + y (E) = + (3) + y (-) = ! dx dx (2) + y () = - (4) + y(-) + y (-÷) 1 1 1 = --- dx x2 dx x2

Write the linear differential equation x²dy – (2xy + x – 1)dx = 0 in standard form dy + yP(x) = Q(x). %3D dx (1) + y (E) = + (3) + y (-) = ! dx dx (2) + y () = - (4) + y(-) + y (-÷) 1 1 1 = --- dx x2 dx x2

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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D. 1

Write the linear differential equation x?dy – (2xy + x – 1)dx = 0 in standard dy form + yP(x) %3D Q(х). dx (3)+y(-) = + dy +y(=) %3D dx х2 dx x2 (2) + y (-) 1 = - - x2 (4) + y(-;) = !- 1 1 = - - dx dx x2 ||
Transcribed Image Text:Write the linear differential equation x?dy – (2xy + x – 1)dx = 0 in standard dy form + yP(x) %3D Q(х). dx (3)+y(-) = + dy +y(=) %3D dx х2 dx x2 (2) + y (-) 1 = - - x2 (4) + y(-;) = !- 1 1 = - - dx dx x2 ||
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