Find the homogeneous equation with constant coefficients of least order that has the following as a solution y=2 e+3 sin(2x) + 2x a) O y5) – 4y4) – 4y "+ 2y "-0 b) О (5) p(4) - 4y "+ 4y "=0 (5) p(4) +4y -y -4y "=0 d) O pl5) +4 y 4) – 4 y "+ 2 y "=0 (4) +y* – 4y "- 4y "=0 f) O None of the above.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Find the homogeneous equation with constant coefficients of least order that has the following as a solution
y=2 e+3 sin (2x) + 2x
a) O yl5) – 4y4) – 4y "+ 2y "=0
(5)
b) О
- 4y "+ 4y "=0
p(4)
-y
(5)
+4y
- 4 y"
"=0
(5)
(4)
d) O
+4y
- 4y "+ 2y "=0
- 4y "- 4y "=0
f) O None of the above.
Transcribed Image Text:Find the homogeneous equation with constant coefficients of least order that has the following as a solution y=2 e+3 sin (2x) + 2x a) O yl5) – 4y4) – 4y "+ 2y "=0 (5) b) О - 4y "+ 4y "=0 p(4) -y (5) +4y - 4 y" "=0 (5) (4) d) O +4y - 4y "+ 2y "=0 - 4y "- 4y "=0 f) O None of the above.
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