2₁ = 2² - 3xe 4 and 2₂=-4x4-3e-4 are solutions of the nonhomogeneous y" + p(x)y' +q(r)y = f(x). 3₁ (2) = 2³ is a solution of the reduced equation. The general solution of the nonhomog equation is: a) y=C₁z¹-3C₂xe 4² + x³ b) y=C₁z¹-3C₂e-4 c) y=C₁x³+C₂¹-303æе4² d) y=C₁³-3C₂е-4 e) y=C₁³+C₂4-3re 4
2₁ = 2² - 3xe 4 and 2₂=-4x4-3e-4 are solutions of the nonhomogeneous y" + p(x)y' +q(r)y = f(x). 3₁ (2) = 2³ is a solution of the reduced equation. The general solution of the nonhomog equation is: a) y=C₁z¹-3C₂xe 4² + x³ b) y=C₁z¹-3C₂e-4 c) y=C₁x³+C₂¹-303æе4² d) y=C₁³-3C₂е-4 e) y=C₁³+C₂4-3re 4
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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