Consider the D.E. y(ª) + 4y" = 1 – cos(2x). Then a suitable form of the particular solution can be written as yp(x) = (A) Aa + a[B cos(2x) + C sin(2x)] (B) Aa? + a[B cos(2x) + C sin(2x)] (C) Aa? + B cos(2x) + C sin(2x) (D) Ar+B cos(2x) + C sin(2x) (E) None

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Consider the D.E. y(4) + 4y" = 1 – cos(2x). Then
a suitable form of the particular solution can be
written as yp(x) =
%3D
(A) Ar +x[B cos(2x) + C sin(2x)]
(B) Ax? + x[B cos(2æ) + C sin(2æ)]
(C) Aa?+ B cos(2x) + C sin(2x)
(D) Ar³ + B cos(2x) + C sin(2x)
(E) None
Transcribed Image Text:Consider the D.E. y(4) + 4y" = 1 – cos(2x). Then a suitable form of the particular solution can be written as yp(x) = %3D (A) Ar +x[B cos(2x) + C sin(2x)] (B) Ax? + x[B cos(2æ) + C sin(2æ)] (C) Aa?+ B cos(2x) + C sin(2x) (D) Ar³ + B cos(2x) + C sin(2x) (E) None
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