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The linear, homogeneous, constant coefficient differential equation of least order that has 32 y=-3e +5e sin (25 as a solution is: ) Oy) - 10y(4) +37y" +52y = 0 -) Oy)+2y-11y" +52y=0 Oy)+2y-lly" - 52y = 0 Oy"-2y+37y - 52y=0

The linear, homogeneous, constant coefficient differential equation of least order that has 32 y=-3e +5e sin (25 as a solution is: ) Oy) - 10y(4) +37y" +52y = 0 -) Oy)+2y-11y" +52y=0 Oy)+2y-lly" - 52y = 0 Oy"-2y+37y - 52y=0

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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The linear, homogeneous, constant coefficient differential equation of least order that has as a solution is: a) Oy) - 10y(4) +37y" +52y = 0 b) Oy)+2y-11y" +52y=0 c) Og() +2y-11y" - 52y = 0 d) Oy"-2y+37y' - 52y=0 c) Oy-10y + 1ly" +52y = 0 DO None of the above. y=-3e¹ + 5e sin(2x) - 4
Transcribed Image Text:The linear, homogeneous, constant coefficient differential equation of least order that has as a solution is: a) Oy) - 10y(4) +37y" +52y = 0 b) Oy)+2y-11y" +52y=0 c) Og() +2y-11y" - 52y = 0 d) Oy"-2y+37y' - 52y=0 c) Oy-10y + 1ly" +52y = 0 DO None of the above. y=-3e¹ + 5e sin(2x) - 4
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