Using the method of variation of parameters, the form of a particular solution Yp of (D²+25)y=4x2-3e5x is A Vp=Ae5x +Be-5x B Yp=A+BX+Cx² + Exe5x Yp=A+BX+Cx² + Ee5x Yp=Acos5x+Bsin5x D

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.4: Linear Programming
Problem 23E
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Using the method of variation of parameters, the form of a particular solution Yp of
(D²+25)y=4x²-3e5x is
-5x
A
Yp = Ae5x + Be
Yp=A+BX+Cx² + Exe5x
Yp=A+BX+Cx² + Ee5x
Yp = Acos5x+Bsin5x
(В
Transcribed Image Text:Using the method of variation of parameters, the form of a particular solution Yp of (D²+25)y=4x²-3e5x is -5x A Yp = Ae5x + Be Yp=A+BX+Cx² + Exe5x Yp=A+BX+Cx² + Ee5x Yp = Acos5x+Bsin5x (В
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