Consider the differential equation: (E) :y'''= 8. The general solution of it is associated homogeneous equation is y_¸ (x) =c₁x²+c√x+€3 Using the undetermined coefficients, A particular solution of equation (E) can be found as O A. None of other options ○ B₁ y(x) = 4/3x³ OCy_(x) = 8x³+3 ○ D.y(x) = &r ³

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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Question 2
Consider the differential equation:
(E) :y'''= 8.
The general solution of it is associated homogeneous equation is y(x) =c₁x²+₂x+ € 3
Using the undetermined coefficients, A particular solution of equation (E) can be found as
O A. None of other options
OB₁y (x) = 4/3x³
O C₁y_(x) = 8x³+3
○ D.y(x) = 8x³
Transcribed Image Text:Question 2 Consider the differential equation: (E) :y'''= 8. The general solution of it is associated homogeneous equation is y(x) =c₁x²+₂x+ € 3 Using the undetermined coefficients, A particular solution of equation (E) can be found as O A. None of other options OB₁y (x) = 4/3x³ O C₁y_(x) = 8x³+3 ○ D.y(x) = 8x³
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