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Find the general solutions to the equation y"" - 3y" + 3y' − y = e* + 1. y = ₁* + ₂x* + c³е* + ²x³ O Option 1 y = Ge* + ₂x² + ₂x²e²+²x³e* - 1 Option 3 y = Ge* + ₂xe¯* + €₂x²e* + x³e* - 1 O Option 2 y=Gxe* - CXe* +Citre Option 4

Find the general solutions to the equation y"" - 3y" + 3y' − y = e* + 1. y = ₁* + ₂x* + c³е* + ²x³ O Option 1 y = Ge* + ₂x² + ₂x²e²+²x³e* - 1 Option 3 y = Ge* + ₂xe¯* + €₂x²e* + x³e* - 1 O Option 2 y=Gxe* - CXe* +Citre Option 4

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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Find the general solutions to the equation y"" - 3y" + 3y' - y = e* + 1. y = ₁* + ₂x* + c³е* + ²x³ O Option 1 y = Ge* + ₂xe* + ₂x²e²+²x³e* - 1 Option 3 y = ₁₂e² + ₂xe¯* + ₁x²e² + x³e* - 1 O Option 2 y=Gxe* - Cxe* +ại trạ Option 4
Transcribed Image Text:Find the general solutions to the equation y"" - 3y" + 3y' - y = e* + 1. y = ₁* + ₂x* + c³е* + ²x³ O Option 1 y = Ge* + ₂xe* + ₂x²e²+²x³e* - 1 Option 3 y = ₁₂e² + ₂xe¯* + ₁x²e² + x³e* - 1 O Option 2 y=Gxe* - Cxe* +ại trạ Option 4
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