The general solution of (D³+4D)y=0 is (A) Ay=c₁еx+c₂e²x + c3e² (в y=e*(c₁cos2x+c₂sin2x) -4x y = C₁+C₂x + c3e² D) y=C₁ + c₂cos2x+c3sin2x

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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The general solution of (D³+ 4D)y=0 is
(A) y=c1eX+cze X+C3e-2
y=e*(c₁cos2x+c₂sin2x)
y=₁+₂x+c₂e-4x
D y=C₁+C₂cos2x+c3sin2x
Transcribed Image Text:The general solution of (D³+ 4D)y=0 is (A) y=c1eX+cze X+C3e-2 y=e*(c₁cos2x+c₂sin2x) y=₁+₂x+c₂e-4x D y=C₁+C₂cos2x+c3sin2x
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