x²y dy = e dx А. x (у + 1) %3D (1+ сх)еУ В. x (2еУ — ху?) %3D с С. ху %3D (сх — 1)еУ D. x + 1%3D с(1 + у)eУ

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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x²y dy = ey dx
А. х(у + 1) %3D (1 + сх)еУ
В. x (2eУ — ху?) %3D с
С. ху %3D (сх — 1)eУ
D. x +1%3D с(1 + у)eУ
Transcribed Image Text:x²y dy = ey dx А. х(у + 1) %3D (1 + сх)еУ В. x (2eУ — ху?) %3D с С. ху %3D (сх — 1)eУ D. x +1%3D с(1 + у)eУ
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